Difference between revisions of "CDBL"
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| − | + | [[CDBL]] converts a value to the closest [[DOUBLE]]-precision value. | |
| − | : | + | {{PageSyntax}} |
| + | : {{Parameter|doubleValue#}} = [[CDBL]]({{Parameter|expression}}) | ||
| − | |||
| − | |||
| + | {{Parameters}} | ||
| + | * {{Parameter|expression}} is any [[TYPE]] of literal or variable numerical value or mathematical calculation. | ||
| − | + | {{PageDescription}} | |
| + | * Rounds to the closest [[DOUBLE]] floating decimal point value. | ||
| + | * Also can be used to define a value as [[DOUBLE]]-precision up to 15 decimals. | ||
| + | |||
| + | {{PageExamples}} | ||
| + | ''Example:'' Prints a double-precision version of the single-precision value stored in the variable named A. | ||
{{CodeStart}} | {{CodeStart}} | ||
A = 454.67 | A = 454.67 | ||
| − | PRINT A; CDBL(A) | + | {{Cl|PRINT}} A; {{Cl|CDBL}}(A) |
{{CodeEnd}} | {{CodeEnd}} | ||
| − | + | {{OutputStart}} 454.67 454.6700134277344 | |
| − | {{OutputStart}} | ||
| − | 454.67 454.6700134277344 | ||
{{OutputEnd}} | {{OutputEnd}} | ||
| + | : The last 11 numbers in the double-precision number change the value in this example, since A was previously defined to only two-decimal place accuracy. | ||
| − | + | {{PageSeeAlso}} | |
| − | + | * [[CINT]], [[CLNG]] | |
| − | + | * [[CSNG]], [[_ROUND]] | |
| − | |||
| − | |||
| − | |||
| − | [[CINT]], [[CLNG]], [[ | ||
| − | |||
{{PageNavigation}} | {{PageNavigation}} | ||
Revision as of 11:10, 10 September 2017
CDBL converts a value to the closest DOUBLE-precision value.
Syntax
- doubleValue# = CDBL(expression)
Parameters
- expression is any TYPE of literal or variable numerical value or mathematical calculation.
Description
- Rounds to the closest DOUBLE floating decimal point value.
- Also can be used to define a value as DOUBLE-precision up to 15 decimals.
Examples
Example: Prints a double-precision version of the single-precision value stored in the variable named A.
454.67 454.6700134277344
- The last 11 numbers in the double-precision number change the value in this example, since A was previously defined to only two-decimal place accuracy.
See also