Question

a ball is thrown down from a balcony with a vertical velocity (in ft/s) given by v(t)= -32t - 10. chose the inequality that represents the time for which the velocity of the ball will be between -90 and -58 ft/s. -90 > -32t - 10 > -58 -90 < -32t - 10 < -58 -32t - 10 < -90 < -58 done

Explanation:

Step1: Identify the velocity - range condition

The velocity \(V(t)\) is between \(-90\) and \(-58\) ft/s. This means \(V(t)\) is greater than \(-90\) and less than \(-58\).

Step2: Substitute the velocity function

Since \(V(t)=-32t - 10\), the inequality becomes \(-90<-32t - 10<-58\).

Answer:

-90 < -32t - 10 < -58