Results for "Author: brian pierron"

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.

The Visual Basic functions CByte(), CInt(), CLng(), CCur() and Round() user a Banker's Rounding algorithm. For example, VBA.Round(0.15,1) = 0.2 **AND** VBA.Round(0.25,1) = 0.2. The following code uses Symmetric Arithmetic Rounding (similar to the Excel Worksheet Round function) where Round(0.15,1) = 0.2 and Round(0.25,1) = 0.3. Also, precision is enhanced by passing the 'Number' parameter as variant and using CDec within the routine. This helps circumvent floating point limitations. To see an excellent resource on different rounding procedures (the basis for this code) see Microsoft Article ID: Q196652.