Good morning, I need help with a word problem.
go for code and decode of words
A baseball pitcher makes 53 pitches in the first four innings of a game and plans to pitch in the next three innings . the baseball coach assigns a maximum of 105 pitches to the pitcher in the game. Write and solve an inequality to find the possible average numbers of pitches that the pitcher makes in each of the next three innings.
Is anyone going to help me?
\[\cancel{\text{A baseball pitcher makes}}\text{ 53 pitches in the first four innings}\]\[\text{ of }\cancel{\text{a game and plans to pitch in the next}}\text{ three innings .}\]\[\cancel{\text{ the baseball coach assigns a}}\text{ maximum of 105 pitches}\cancel{\text{ to the pitcher in the game.}}\]\[\text{ Write and solve an inequality to find the possible average}\]\[\text{ numbers of pitches}\cancel{\text{ that the pitcher}}\]\[\cancel{\text{ makes }}\text{in}\cancel{\text{ each of the next}}\text{ three innings.}\]
Okay, how do I write the inequality?
53 p in the first four innings with three inning to follow. maximum of 105 p find the the inequality for the average of p for the next three innings
Oh can you write that in an inequality?
that is your job
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