Jenna worked out for more than 25 minutes total. She spent 10 minutes running, and x minutes each on 2 stations. How much time could she have spent on each station? Write an inequality to represent the situation. Use x to represent the minutes spent on each of the stations.

Question

Jenna worked out for more than 25 minutes total. She spent 10 minutes running, and  x minutes each on 2 stations. How much time could she have spent on each station? Write an inequality to represent the situation. Use  x to represent the minutes spent on each of the stations.

Bytelearn · Accepted Answer

Identify Total Time: Identify the total time Jenna worked out and the time spent running. Jenna worked out for more than 25 minutes in total and spent 10 minutes running.Determine Time Left: Determine the time left for the 2 stations after running. Subtract the time spent running from the total workout time. Total time - Time running > 25 minutes - 10 minutesCalculate Time Available: Calculate the time available for the two stations. 25 minutes - 10 minutes = 15 minutes Jenna has more than 15 minutes left for the two stations.Write Inequality: Write an inequality to represent the time spent on each station. Let x be the time spent on each station. Since there are 2 stations, the total time spent on the stations is 2x. The inequality representing the situation is: 2x > 15Solve for Minimum Time: Solve the inequality for x to find the minimum time Jenna could spend on each station. Divide both sides of the inequality by 2 to isolate x. 2x > 15 x > 15 / 2 x > 7.5

Jenna worked out for more than $25$ minutes total. She spent $10$ minutes running, and $x$ minutes each on $2$ stations. How much time could she have spent on each station? $\newline$ Write an inequality to represent the situation. Use $x$ to represent the minutes spent on each of the stations.

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Jenna worked out for more than $25$ minutes total. She spent $10$ minutes running, and $x$ minutes each on $2$ stations. How much time could she have spent on each station? $\newline$ Write an inequality to represent the situation. Use $x$ to represent the minutes spent on each of the stations.