total shots: 16+29+5 = 50
foul shots: 16
16/50 * 360° = 115.2°
foul shots: 16
16/50 * 360° = 115.2°
I HAD A TEST WITH THIS QUESTION
Let's start by calculating the total number of shots George made. We add up the number of foul shots, two-point shots, and three-point shots:
Total shots = Foul shots + Two-point shots + Three-point shots
Total shots = 16 foul shots + 29 two-point shots + 5 three-point shots
Total shots = 16 + 29 + 5
Total shots = 50
Now, we will calculate the proportion of foul shots to the total shots made:
Proportion of foul shots = (Foul shots / Total shots) * 360 degrees
Substituting the values we know:
Proportion of foul shots = (16 / 50) * 360 degrees
Now, let's calculate the measure of the angle:
Angle for the sector representing foul shots = (16 / 50) * 360 degrees
Using a calculator:
Angle for the sector representing foul shots ≈ 115.2 degrees
Therefore, the measure of the angle for the sector representing foul shots on George's circle graph is approximately 115.2 degrees.