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feature/ni
| Author | SHA1 | Date | |
|---|---|---|---|
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ae53901a24 |
@@ -58,6 +58,30 @@ export default defineConfig({
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text: "Error Types",
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link: "/features/error-types",
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},
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{
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text: "Value Types",
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link: "/features/value-types",
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},
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{
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text: "Optional arguments",
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link: "/features/optional-arguments",
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},
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{
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text: "Units",
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link: "/features/units",
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},
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{
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text: "Implicit Intersection",
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link: "/features/implicit-intersection",
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},
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{
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text: "Arrays and array formulas",
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link: "/features/arrays",
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},
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{
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text: "Dynamic Arrays",
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link: "/features/dynamic-arrays",
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},
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{
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text: "Unsupported Features",
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link: "/features/unsupported-features",
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15
docs/src/features/arrays.md
Normal file
15
docs/src/features/arrays.md
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@@ -0,0 +1,15 @@
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---
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layout: doc
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outline: deep
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lang: en-US
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---
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# Arrays
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::: warning
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**Note:** This page is in construction 🚧
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:::
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::: warning
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**Note:** This feature is not yet available on IronCalc 🚧
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:::
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15
docs/src/features/dynamic-arrays.md
Normal file
15
docs/src/features/dynamic-arrays.md
Normal file
@@ -0,0 +1,15 @@
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---
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layout: doc
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outline: deep
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lang: en-US
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---
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# Dynamic Arrays
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::: warning
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**Note:** This page is in construction 🚧
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:::
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::: warning
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**Note:** This feature is not yet available on IronCalc 🚧
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:::
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@@ -10,28 +10,36 @@ lang: en-US
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**Note:** This page is in construction 🚧
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:::
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When working with formulas, you may encounter these common errors:
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The result of a formula is sometimes an _error_. In some situations those errors are expected and your formulas might be dealing with them.
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The error `#N/A` might signal that there is no data to evaluate the formula yet. Maybe the payrol has not been introduced for that month just yet.
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---
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Some other errors like `#SPILL!`, `#CIRC!` or `#ERROR!` signal an error in your spreadsheet logic and must be corrected.
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### **`#ERROR!`**
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The first kind of errors or 'common errors' are found in other spreadsheet engines like Excel while other errrors like `#ERROR!` or `#N/IMPL` are particular to IronCalc.
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**Cause:** General formula issue, like syntax errors or invalid references.
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**Fix:** Check the formula for mistakes or invalid cell references.
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---
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## Common Errors
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### **`#VALUE!`**
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**Cause:** Mismatched data types (e.g., text used where numbers are expected).
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**Fix:** Ensure input types are correct; convert text to numbers if needed.
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It might be caused by mismatched data types (e.g., text used where numbers are expected):
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---
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```
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5+"two"
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```
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The engine doesn't know how to add the number `5` to the string `two` resulting in a `#VALUE!`.
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It is an actual error in your spreadsheet. It indicates that the formula isn’t working as intended.
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### **`#DIV/0!`**
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**Cause:** Division by zero or an empty cell.
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**Fix:** Ensure the denominator isn’t zero or blank. Use `IF` to handle such cases:
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Division by zero or an empty cell.
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```
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=1/0
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```
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Usually this is an error. However, in cases where a denominator might be blank (e.g., data not yet filled in), this could be expected. Use `IFERROR` or `IF` to handle it.
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```
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=IF(B1=0, "N/A", A1/B1)
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@@ -39,23 +47,42 @@ When working with formulas, you may encounter these common errors:
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### **`#NAME?`**
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**Cause:** Unrecognized text in the formula (e.g., misspelled function names or undefined named ranges).
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**Fix:** Correct spelling or define the missing name.
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Found when a name is not recognized. Maybe a misspeled name for a function. Could be a referenceto defined name that has been deleted.
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```
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=UNKOWN_FUNCTION(A1)
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```
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This indicates an error in your spreadsheet logic.
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### **`#REF!`**
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**Cause:** Invalid cell reference, often from deleting cells used in a formula.
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**Fix:** Update the formula with correct references.
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Indicates an invalid cell reference, often from deleting cells used in a formula.
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They can appear as a result of a computation or in a formula. Examples:
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```
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=Sheet34!A1
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```
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If `Sheet34` doesn't exist it will return `#REF!`
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This is a genuine error. It indicates that part of your formula references a cell or range that is missing.
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### **`#NUM!`**
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**Cause:** Invalid numeric operation (e.g., calculating a square root of a negative number).
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**Fix:** Adjust the formula to ensure valid numeric operations.
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Invalid numeric operation (e.g., calculating a square root of a negative number).
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Adjust the formula to ensure valid numeric operations.
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Sometimes a `#NUM!` might be expected signalling the user that some parameter is out of scope.
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### **`#N/A`**
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**Cause:** A value is not available, often in lookup functions like VLOOKUP.
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**Fix:** Ensure the lookup value exists or use IFNA() to handle missing values:
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A value is not available, often in lookup functions like VLOOKUP.
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This is frequnly not an error in your spreadsheetlogic.
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You can produce a prettier answer using the [`IFNA`](/functions/information/isna) formula:
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```
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=IFNA(VLOOKUP(A1, B1:C10, 2, FALSE), "Not Found")
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@@ -63,17 +90,68 @@ When working with formulas, you may encounter these common errors:
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### **`#NULL!`**
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**Cause:** Incorrect range operator in a formula (e.g., missing a colon between cell references).
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**Fix:** Use correct range operators (e.g., A1:A10).
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Incorrect range operator in a formula (e.g., missing a colon between cell references).
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### **`#SPILL!`**
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A cell in a formula will overwrite content in other cells.
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This cannot happen riht now in IronCalc as formulas don't spill yet.
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### **`#CIRC!`**
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**Cause:** Circular reference.
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**Fix:** Remove the circular reference.
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Circular reference. This is an error is your spreadsheet and must be fixed.
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Means that during teh course of a computation a circular dependency was found.
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A circular dependency is a dependency of a formula on itself.
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For instance in the cell `A1` the formula `=A1*2` is a circular dependency.
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Other spreadsheet engines use circular dependencies to do "loop computations", run "sensitivity analysis" or "goal seek".
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IronCalc doesn't support any of those at the moment.
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## IronCalc specific errors
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---
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### **`#ERROR!`**
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General formula issue, like syntax errors or invalid references.
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In general Excel does not let you enter incorrect formulas but IronCalc will.
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This will make your workbook imcompatible with Excel
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For instace an incomplete formula
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```
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=A1+
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```
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### **`#N/IMPL!`**
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A particular feature is not yet implemented in IronCalc
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Look if there is a Github ticket or contact us via email, Discord or bluesky
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## Error propagation
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Some errors a created by some formulas. For instance the function `SQRT` can create the error `#NUM!` but can't ceate the error `#DIV/0`.
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Once an error is created it is normally _propagated_ by all the formulas. So if cell `C3` evaluates to `#ERROR!` then the formula
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`=SQRT(C3)` will return `#ERROR!`.
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Not all functions propagate errors in their arguments. For instancethe function `IF(condition, if_true, if_false)` will only propagate an error in the `if_false` argument if the `condition` is `FALSE`. This is called _lazy evaluation_, the function `IF` is _lazy_, it only evaluates the arguments when needed. The opposite of lazy evaulaution is called _eager evaluation_.
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Some functions also expect an error as an argument like [`ERROR.TYPE`](/functions/information/error.type) and will not propagate the error.
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### **`#####`**
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## See also
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**Cause:** The column isn’t wide enough to display the value.
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**Fix:** Resize the column width to fit the content.
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The following functions are convenient when working with errors
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- [`ISERR(ref)`](/functions/information/iserr), `TRUE` if `ref` is any error type except the `#N/A` error.
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- [`ISERROR(ref)`](/functions/information/iserror), `TRUE` if `ref` is any error.
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- [`ISNA(ref)`](/functions/information/isna), `TRUE` if ref is `#N/A`.
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- [`ERROR.TYPE`](/functions/information/error.type) returns the numeric code for a given error.
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- [`IFERROR(ref, value)`](/functions/logical/iferror) returns `value` if the content of `ref` is an error.
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- [`IFNA(ref, value)`](/functions/logical/ifna) return `value` if `ref` is #N/A errors only.
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15
docs/src/features/implicit-intersection.md
Normal file
15
docs/src/features/implicit-intersection.md
Normal file
@@ -0,0 +1,15 @@
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---
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layout: doc
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outline: deep
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lang: en-US
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---
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# Implicit Intersection
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::: warning
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**Note:** This page is in construction 🚧
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:::
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::: warning
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**Note:** This feature is not yet available on IronCalc 🚧
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:::
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26
docs/src/features/optional-arguments.md
Normal file
26
docs/src/features/optional-arguments.md
Normal file
@@ -0,0 +1,26 @@
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---
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layout: doc
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outline: deep
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lang: en-US
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---
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# Error Types
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::: warning
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**Note:** This page is in construction 🚧
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:::
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Some functions have optional arguments. For instance:
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XLOOKUP(lookup_value, lookup_array, return_array, if_not_found="#N/A", match_mode=0, search_mode=1)
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The three first arguments are mandatory and the last three are optional.
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Optional argumenst must have a default value.
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In this example if you don't want to specify the if_not_found and match_mode arguments you can leave them out:
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XLOOKUP(lookup_value, lookup_array, return_array, , , -2)
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That would use the default arguments for if_not_found and match_mode arguments.
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13
docs/src/features/units.md
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13
docs/src/features/units.md
Normal file
@@ -0,0 +1,13 @@
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---
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layout: doc
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outline: deep
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lang: en-US
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---
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# Units
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::: warning
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**Note:** This page is in construction 🚧
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:::
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Some IronCalc functions return values that have units like currencies, percentage or dates.
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67
docs/src/features/value-types.md
Normal file
67
docs/src/features/value-types.md
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@@ -0,0 +1,67 @@
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---
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layout: doc
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outline: deep
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lang: en-US
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---
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# Value types
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::: warning
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**Note:** This page is in construction 🚧
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:::
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In IronCalc a value, a result of a calculation can be one of:
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## Numbers
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Numbers in IronCalc are [IEEE 754 double precission](https://en.wikipedia.org/wiki/Double-precision_floating-point_format).
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Numbers are only displayed up to 15 significant figures. That's why '=0.1+0.2' is actually '0.3'
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Also numbers are compared up to 15 significant figures. So `=IF(0.1+0.2=0.3, "Valid", "Invalid")` will return `Valid`.
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However `=0.3-0.2-0.1` will not result in `0` in IronCalc.
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### Casting into numbers
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Strings and booleans are sometimes coverted to numbers
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`=1+"2"` => 3
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Some functions cast in weird ways:
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SUM(1, TRUE) => 2
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SUM(1, "1") => 2
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But SUM(1, A1) => 1 (where A1 is TRUE or "1")
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Sometimes the conversion happens like => "123"+1 is actually 124 and the SQRT("4") is 2 or the SQRT(TRUE) is 1.
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Some functions, however are more strict BIN2DEC(TRUE) is #VALUE!
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### Dates
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On spreadsheets a date is just the number of days since January 1, 1900.
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## Strings
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### Complex numbers
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On IronCal a complex number is just a string like "1+j3".
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## Booleans
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### Casting from numbers
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## Errors
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### Casting from strings
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"#N/A" => #N/A
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## Arrays
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@@ -13,37 +13,84 @@ FV can be used to calculate future value over a specified number of compounding
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If your interest rate varies between periods, use the [FVSCHEDULE](/functions/financial/fvschedule) function instead of FV.
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## Usage
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### Syntax
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**FV(rate, nper, pmt, pv, type)**
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**FV(<span title="Number" style="color:#1E88E5">rate</span>, <span title="Number" style="color:#1E88E5">nper</span>, <span title="Number" style="color:#1E88E5">pmt</span>, <span title="Number" style="color:#1E88E5">pv</span>=0, <span title="Boolean" style="color:#43A047">type</span>=false) => <span title="Number" style="color:#1E88E5">fv</span>**
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### Argument descriptions
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* *rate*. The fixed percentage interest rate or yield per period.
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* *nper*. The number of compounding periods to be taken into account. While this will often be an integer, non-integer values are accepted and processed.
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* *pmt*. The fixed amount paid or deposited each compounding period.
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* *pv* (optional). The present value or starting amount of the asset (default 0).
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* *type* (optional). A logical value indicating whether the payment due dates are at the end (0) of the compounding periods or at the beginning (any non-zero value). The default is 0 when omitted.
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* *rate*. ([number](/features/value-types)) The fixed percentage interest rate or yield per period.
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* *nper*. ([number](/features/value-types)) The number of compounding periods to be taken into account. While this will often be an integer, non-integer values are accepted and processed.
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It stands for <u>n</u>umber of <u>per</u>iods.
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* *pmt*. ([number](/features/value-types)) The fixed amount paid or deposited each compounding period. Short for <u>p</u>ay<u>m</u>en<u>t</u>
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* *pv* ([number](/features/value-types), optional). The present value or starting amount of the asset (default 0). Short for <u>p</u>resent <u>v</u>alue.
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* *type* ([boolean](/features/value-types), optional). A logical value indicating whether the payment due dates are at the end (0) of the compounding periods or at the beginning (any non-zero value). The default is 0 when omitted.
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### Returned value
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The retruned value is a [number](/features/value-types) with [currency units](/features/units)
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### Errors
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* If any of the arguments is an error returns the error
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* If any of the argumets is not a number (or cannot be converted to a number) it returns `#VALUE!`
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* Some ranges of the parameters produce `#NUM!` error. For instnace `=FV(-3,1/2,1)`.
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* Some ranges of the parameters produce the `#DIV/0!` error. For instance `=FV(-1, -1, 1)`
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### Additional guidance
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* Make sure that the *rate* argument specifies the interest rate or yield applicable to the compounding period, based on the value chosen for *nper*.
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* The *pmt* and *pv* arguments should be expressed in the same currency unit. The value returned is expressed in the same currency unit.
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* To ensure a worthwhile result, one of the *pmt* and *pv* arguments should be non-zero.
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* The setting of the *type* argument only affects the calculation for non-zero values of the *pmt* argument.
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<!--@include: ../markdown-snippets/error-type-details.md-->
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<!--@include: ../markdown-snippets/error-type-details.txt-->
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## Details
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* If *rate* = 0, FV is given by the equation:
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* If $\text{type} \neq 0$, $\text{fv}$ is given by the equation:
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$$ \text{fv} = -\text{pv} \times (1 + \text{rate})^\text{nper} - \dfrac{\text{pmt}\times\big({(1+\text{rate})^\text{nper}-1}\big) \times(1+\text{rate})}{\text{rate}}$$
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* If $\text{type} = 0$
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$$ \text{fv} = -\text{pv} \times (1 + \text{rate})^{\text{nper}} - \dfrac{\text{pmt}\times\big({(1+\text{rate})^\text{nper}-1}\big)}{\text{rate}}$$
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* In both cases, in the limmit $\text{rate} = 0$, fv is given by the equation:
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$$ \text{fv} = -\text{pv} - (\text{pmt} \times \text{nper}) $$
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## Formula derivation
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The money you have now might grow in a bank by _[compound interest](https://en.wikipedia.org/wiki/Compound_interest)_. Say you have $100, that is the present value, and your bank gives you 10% interest rate yearly.
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At the end of 1 year you will have $110. In general that is $\text{pv}\times (1 + \text{rate})$. At the end of two years (the second _[annuity](https://en.wikipedia.org/wiki/Annuity)_) you will have 10\% more of the $110. That is the _compound_ part. You will have at the end of the second period $121 or in general if you invest an ammount $\text{pv}$ at an interest $\text{rate}$ and wait for $\text{nper}$ periods the future value of this _[lump sum](https://en.wikipedia.org/wiki/Lump_sum)_ will be:
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||||
$$\text{fv}_\text{ls} = \text{pv} \times (1 + \text{rate})^\text{nper}$$
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Note that the periods may be years, months or anything else.
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||||
Now, supose that you also make regular payments of ammount $\text{pmt}$ each period.
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To find the future value of these payments, you sum the future value of each payment at the end of the investment horizon.
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||||
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||||
There are two posibilities here:
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||||
* You make the payments at the end of the periods (type 0). This is also called an _ordinary annuity_.
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||||
* You make the payments at the beginning of each period (type 1). This is the _annuity due_ case.
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||||
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||||
To derive the formula for either of them we need to add an geometric progression. To simplify things.
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||||
Say we are at the end of period 5 and we are making the payments at the end of the period.
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||||
$$
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FV = -pv - (pmt \times nper)
|
||||
\text{pmt}\times (1 + \text{rate})^4+\text{pmt}\times (1 + \text{rate})^3+\text{pmt}\times (1 + \text{rate})^2 +\text{pmt}
|
||||
$$
|
||||
|
||||
* If *rate* <> 0 and *type* = 0, FV is given by the equation:
|
||||
$$ FV = -pv \times (1 + rate)^{nper} - \dfrac{pmt\times\big({(1+rate)^{nper}-1}\big)}{rate}
|
||||
This is because the first payment has been around for 4 periods, and the second payment has been around for 3 periods...
|
||||
The general formula for the sum of $\text{nper}$ terms in a geometric progression is given by $a(1 - r^n) / (1 - r)$, where $a = \text{pmt}$ and $r = 1 + \text{rate}$
|
||||
|
||||
$$
|
||||
* If *rate* <> 0 and *type* <> 0, FV is given by the equation:
|
||||
$$ FV = -pv \times (1 + rate)^{nper} - \dfrac{pmt\times\big({(1+rate)^{nper}-1}\big) \times(1+rate)}{rate}
|
||||
\text{pmt}\times\dfrac{ (1+\text{rate})^{\text{nper}}-1}{\text{rate}}
|
||||
$$
|
||||
|
||||
|
||||
|
||||
## Examples
|
||||
[See this example in IronCalc](https://app.ironcalc.com/?example=fv).
|
||||
|
||||
## Links
|
||||
* For more information about the concept of "future value" in finance, visit Wikipedia's [Future value](https://en.wikipedia.org/wiki/Future_value) page.
|
||||
* [Investorpedia](https://www.investopedia.com/terms/f/futurevalue.asp) has a nice article on the future value.
|
||||
* See also IronCalc's [NPER](/functions/financial/nper), [PMT](/functions/financial/pmt), [PV](/functions/financial/pv) and [RATE](/functions/financial/rate) functions.
|
||||
* Visit Microsoft Excel's [FV function](https://support.microsoft.com/en-gb/office/fv-function-2eef9f44-a084-4c61-bdd8-4fe4bb1b71b3) page.
|
||||
* Both [Google Sheets](https://support.google.com/docs/answer/3093224) and [LibreOffice Calc](https://wiki.documentfoundation.org/Documentation/Calc_Functions/FV) provide versions of the FV function.
|
||||
Reference in New Issue
Block a user