Formula Errors

How to Fix Excel Ballistic Formula Returning Wrong Projectile Angle

Steve KSteve K Oct 22, 2026 869 views

Question details

The ballistic formula in Excel calculates an incorrect projectile angle.

How to Fix Excel Ballistic Formula Returning Wrong Projectile Angle
Product
Excel
Device & OS
not provided
Scenario
Calculating a complex projectile angle using a ballistic equation involving trigonometry, square roots, and division.
Observed behavior
The formula returns an unexpected angle result because the denominator is evaluated without the intended grouping, and the output defaults to radians instead of degrees.
Before you start

Verify your mathematical equation on paper and identify the complete denominator expression that needs to be evaluated before the final division step occurs.

Solution 1Recommended

Add Parentheses to Group the Denominator

Ensure the entire denominator is enclosed in parentheses so Excel calculates the multiplication before dividing the numerator.

Excel follows the standard mathematical order of operations. If your denominator contains multiplication (e.g., / 32.17 * 150), Excel will first divide by 32.17 and then multiply the result by 150. Grouping the denominator in parentheses forces Excel to calculate the denominator as a single value first.

1
Locate the division operator

Click on the cell containing your ballistic formula and look at the formula bar to find the forward slash (/) representing division.

2
Enclose the denominator in parentheses

Add an opening parenthesis immediately after the division slash and a closing parenthesis at the end of the denominator expression. For example: /(32.1740486*150).

3
Wrap in the DEGREES function

Since the ATAN function returns radians, add DEGREES( to the very beginning of your formula and a closing parenthesis ) at the very end to convert the result into a readable angle.

4
Apply the updated formula

Press the Enter key to calculate the corrected formula and verify the projectile angle is now accurate.

Add Parentheses to Group the Denominator
Radians to Degrees Conversion: You can also multiply the radian result by 180/PI() to manually convert it to degrees, but using the built-in DEGREES() function is much simpler and less prone to errors.

Calculate Complex Formulas Easily in WPS Spreadsheet

WPS Spreadsheet fully supports advanced mathematical, trigonometric, and engineering functions, including ATAN, SQRT, and DEGREES. You can easily build, troubleshoot, and calculate complex ballistic formulas with precise results.

  1. 1. Open WPS Spreadsheet: Launch WPS Office and open a new or existing spreadsheet file where you need to calculate the angle.
  2. 2. Enter your grouped formula: Type your ballistic equation into the formula bar, making sure to place proper parentheses around the denominator.
  3. 3. Convert the angle to degrees: Wrap your ATAN function with the DEGREES function so the angle displays in standard degrees.
  4. 4. Press Enter to calculate: Hit Enter on your keyboard to evaluate the complex formula and view the accurate projectile angle.
Seamless compatibility with Microsoft Excel formulas and formats (.xlsx)Supports advanced math functions like DEGREES, ATAN, and SQRTClear formula bar with syntax highlighting for easy parentheses matching
microsoft office alternative - wps office

Frequently Asked Questions

Why does my ATAN formula return a small decimal instead of a normal angle?

Excel's trigonometric functions, including ATAN and ASIN, always return results in radians. A radian value will typically be a small decimal. You must use the DEGREES() function to convert this radian result into a standard degree angle.

How does a spreadsheet evaluate the order of operations?

Spreadsheets follow standard mathematical order of operations (PEMDAS/BODMAS): Parentheses, Exponents, Multiplication and Division (left to right), then Addition and Subtraction (left to right). If a denominator involves multiplication, it must be enclosed in parentheses to prevent the software from dividing first.

Can I use the ATAN2 function for calculating projectile angles?

Yes, ATAN2 takes the x and y coordinates as separate arguments instead of a single ratio. This can sometimes provide clearer calculations for projectile angles and help avoid division-by-zero errors when dealing with vertical trajectories.