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In basketball stars, a player attempts 25 shots in one game.
a) If 15 shots are successful, what is the player’s shooting percentage?
b) The next game, the player makes 18 out of 30 shots. Compare the two shooting percentages.
c) What is the overall shooting percentage across both games combined?”
b) In the second game, the player's shooting percentage is also 60%:
3018×100%=60%
The shooting percentages for both games are the same.
c) The overall shooting percentage across both games combined is also 60%, as the player made a total of 33 shots out of 55 attempts:
25+3015+18×100%=5533×100%=60%
For all three questions, the player's shooting percentage is 60%.
a) The player's shooting percentage in the first game is 60%, which is calculated as follows:
2515×100%=60%
b) In the second game, the player's shooting percentage is also 60%:
3018×100%=60%
The shooting percentages for both games are the same.
c) The overall shooting percentage across both games combined is also 60%, as the player made a total of 33 shots out of 55 attempts: