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Calcimator

True Shooting Percentage Calculator

Calculate TS%, eFG%, and shooting efficiency from basketball box score stats.

About this calculator

True Shooting Percentage exists because standard field-goal percentage is a flawed efficiency metric — it ignores both the extra point a made three is worth and the free throws a player draws by getting to the line. This calculator computes True Shooting Attempts first (TSA = FGA + 0.44 × FTA), where the 0.44 coefficient is an empirical estimate of how many "possessions" a free throw attempt represents, since free throws often come in pairs or as part of and-one situations rather than one-for-one with field goal attempts. TS% is then points divided by twice the TSA, expressed as a percentage — dividing by 2×TSA rather than TSA alone because points already reflect makes worth 2 or 3, so this normalizes everything back to a per-shot-equivalent basis.

The calculator also reports Effective FG% (eFG% = (FGM + 0.5×3PM) / FGA), a narrower efficiency stat that credits made threes as worth 1.5 field goals but — unlike TS% — leaves free throws out entirely, useful for isolating field-goal shot selection from foul-drawing ability. Standard FG% and raw points-per-shot are included for context, and the calculator compares the computed TS% against a rough modern-NBA league-average benchmark of about 57.5%, reporting the gap directly as TS% vs League Avg — a positive number means above-average efficiency, a negative one means below. A common mixup: TS% and eFG% will diverge most for players who get to the free-throw line often, since eFG% has no way to reward that — a high-volume free-throw shooter can look mediocre on eFG% but strong on TS%.

Inputs

Results

True Shooting %

56.69%

Effective FG%53.33%
Field Goal %46.67%
Points Per Shot1.33
True Shooting Attempts17.64
TS% vs League Avg-0.81%
Pp TSA1.13
How to Use This Calculator
  1. Enter total Points Scored and Field Goal Attempts (FGA) for the player.
  2. Add Free Throw Attempts (FTA) and Three-Pointers Made.
  3. Review True Shooting % (TS%) — the most comprehensive measure of shooting efficiency.
  4. Compare Effective FG% (eFG%) and standard FG% to understand the impact of free throws.
  5. Check TS% vs. League Avg to see how the player compares to the NBA average of ~57.5%.

How the result changes with Points Scored

Points ScoredTrue Shooting %
1028.34%
1542.52%
3085.03%
50141.72%

What each input means

Points Scored
Total points scored by the player.
Field Goal Attempts (FGA)
Total field goal attempts (2-point + 3-point).
Field Goals Made (FGM)
Total field goals made.
Free Throw Attempts (FTA)
Total free throw attempts.
Three-Pointers Made
Three-point field goals made (for eFG% calculation).

What each result means

True Shooting %
TS% = PTS / (2 × (FGA + 0.44 × FTA)). The gold standard of shooting efficiency.
Effective FG%
eFG% adjusts for the extra value of three-pointers.
Field Goal %
Standard FG% — field goals made divided by attempts.
Points Per Shot
Average points generated per field goal attempt.
True Shooting Attempts
TSA = FGA + 0.44 × FTA. Normalizes shot volume across free throws.
TS% vs League Avg
Difference from the ~57.5% NBA league average TS%.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Points Scored = 20, Field Goal Attempts (FGA) = 15, Field Goals Made (FGM) = 7, Free Throw Attempts (FTA) = 6 = 5 input(s) provided
  2. Calculate True Shooting %
    56.69 = 56.69
  3. Calculate Effective FG%
    53.33 = 53.33
  4. Calculate Field Goal %
    46.67 = 46.67

Engine last updated . Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

Why does the True Shooting formula divide by 2×TSA instead of TSA alone?

Points already reflect the different values of a made shot — 2 or 3 points per field goal, 1 per free throw — so dividing by True Shooting Attempts alone would overstate efficiency. Dividing by twice the TSA converts everything back to a common per-shot-equivalent basis, which is what makes TS% comparable across players with very different shot mixes.

What does the 0.44 coefficient in True Shooting Attempts actually represent?

It's an empirical estimate of how many 'possessions' a single free throw attempt is worth, since free throws typically come in pairs (two-shot fouls) or as part of and-one plays rather than one attempt per possession like a field goal. Multiplying FTA by 0.44 converts free throw attempts into an equivalent number of field-goal-attempt-like possessions before adding them to FGA.

How is Effective FG% different from True Shooting Percentage?

eFG% = (FGM + 0.5×3PM) / FGA credits made three-pointers as worth 1.5 field goals but completely excludes free throws from the calculation. TS% is broader — it folds in free throw attempts through the TSA term — so eFG% isolates pure field-goal shot selection and shot value, while TS% captures overall scoring efficiency including how well a player draws fouls.

Why might a player look mediocre on eFG% but strong on TS%?

Because eFG% has no mechanism to reward free throws at all, a player who draws a lot of fouls and shoots well from the line can post an unremarkable eFG% while still generating high scoring efficiency once free throws are counted. TS% captures that value because its TSA term explicitly folds in 0.44 × FTA, so the two stats diverge most for high-volume free-throw shooters.

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