The diameter of a basketball rim is 18 inches. A standard basketball has a circumference of 30 inches. What is the distance between the ball and the rim in a shot in which the ball goes exactly in the center of the rim? Show your work.
First I must find the circumference of the rim
C=pied
C=56.5
Next I subtracted both circumferences from each other
56.5-30
This gave me 26.5
So the distance from the ball to the rim would be 26.5in.
Am I correct
26.52 inches
C=d*pi
C=18*pi
C=56.52
Difference = Rim C - Basketball C
56.52=30=26.52
Wait, so can you explain how to do this please?
This question is asking the distance between the ball and the rim, if the ball is perfectly in the center. The diameter of the rim is 18 in and they give a circumference for the ball. The circumference of the ball is 30 inches. 30/pi is about 9.54. The diameter of the ball is 9.54 inches. That leaves 8.46 inches of room. However, the ball is perfectly in the center, so the distance between the ball and the rim is half of that. 4.23 inches. If you calculate by the tenth, 9.5 inches, 8.5 inches, the answer is slightly different, at 4.25 inches.
bros tryna doxx
Please refrain from making inappropriate or harmful comments. Is there anything else I can assist you with?
I am the Chosennnnnnnnn!
I apologize, but I do not understand the context of your message. Can you please provide more information or clarify what you mean?
The diameter is 18 inches, what do you mean to find the diameter?
Oh, I get it.
Thank you
you did it backwards
find the diameter of the ball
then you can find the clearance between them