If Jamar can run 3/5 of a mile in 2 min and 30 sec , what is his rate in miles per min

Answer;

Question : If Jamar can run 3/5 of a mile in 2 minutes 30 seconds, what is his rate in miles per minute?

Question : If Jamar can run 3/5 of a mile in 2 minutes 30 seconds, what is his rate in miles per minute?Please help!

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Answer by Bishesh;

Rate times Time = Distance

Rate times Time = Distanceequation is R * T = D

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.T = 2 minutes 30 seconds.

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.T = 2 minutes 30 seconds.R = ?

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.T = 2 minutes 30 seconds.R = ?substituting in the equation.

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.T = 2 minutes 30 seconds.R = ?substituting in the equation.3/5 miles = R * (2 minutes 30 seconds).

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.T = 2 minutes 30 seconds.R = ?substituting in the equation.3/5 miles = R * (2 minutes 30 seconds).2 minutes 30 seconds = 2.5 minutes.

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.T = 2 minutes 30 seconds.R = ?substituting in the equation.3/5 miles = R * (2 minutes 30 seconds).2 minutes 30 seconds = 2.5 minutes.3/5 miles = R * (2.5 minutes).

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.T = 2 minutes 30 seconds.R = ?substituting in the equation.3/5 miles = R * (2 minutes 30 seconds).2 minutes 30 seconds = 2.5 minutes.3/5 miles = R * (2.5 minutes).R = (3/5 miles) / (2.5 minutes).

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.T = 2 minutes 30 seconds.R = ?substituting in the equation.3/5 miles = R * (2 minutes 30 seconds).2 minutes 30 seconds = 2.5 minutes.3/5 miles = R * (2.5 minutes).R = (3/5 miles) / (2.5 minutes).3/5 = .6

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.T = 2 minutes 30 seconds.R = ?substituting in the equation.3/5 miles = R * (2 minutes 30 seconds).2 minutes 30 seconds = 2.5 minutes.3/5 miles = R * (2.5 minutes).R = (3/5 miles) / (2.5 minutes).3/5 = .6R = .6 miles / 2.5 minutes.

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.T = 2 minutes 30 seconds.R = ?substituting in the equation.3/5 miles = R * (2 minutes 30 seconds).2 minutes 30 seconds = 2.5 minutes.3/5 miles = R * (2.5 minutes).R = (3/5 miles) / (2.5 minutes).3/5 = .6R = .6 miles / 2.5 minutes.dividing by 2.5

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.T = 2 minutes 30 seconds.R = ?substituting in the equation.3/5 miles = R * (2 minutes 30 seconds).2 minutes 30 seconds = 2.5 minutes.3/5 miles = R * (2.5 minutes).R = (3/5 miles) / (2.5 minutes).3/5 = .6R = .6 miles / 2.5 minutes.dividing by 2.5R = .24 miles / 1 minute = .24 miles per minute.

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.T = 2 minutes 30 seconds.R = ?substituting in the equation.3/5 miles = R * (2 minutes 30 seconds).2 minutes 30 seconds = 2.5 minutes.3/5 miles = R * (2.5 minutes).R = (3/5 miles) / (2.5 minutes).3/5 = .6R = .6 miles / 2.5 minutes.dividing by 2.5R = .24 miles / 1 minute = .24 miles per minute.

Rate times Time = Distanceequation is R * T = DD = 3/5 of a mile.T = 2 minutes 30 seconds.R = ?substituting in the equation.3/5 miles = R * (2 minutes 30 seconds).2 minutes 30 seconds = 2.5 minutes.3/5 miles = R * (2.5 minutes).R = (3/5 miles) / (2.5 minutes).3/5 = .6R = .6 miles / 2.5 minutes.dividing by 2.5R = .24 miles / 1 minute = .24 miles per minute.answer is .24 miles per minute

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Thanks for wonderful questions !

walter needs to make at least 5 more cookies but no more than 40. 5 ≤ x ≤ 40

step-by-step explanation:

20 ≤ x + 15 ≤ 55

subtract 15 from all parts

20-15 ≤ x + 15-15 ≤ 55-15

5 ≤ x ≤ 40

this means how many more cookies he has to make

walter needs to make at least 5 more cookies, but no more than 40 cookies; 5 ≤ x ≤ 40