A parachutist's elevation changes by - 70 ft in 7 seconds. What is the change in the parachutist's elevation each second?
Her elevation changes here feet each second.
Her elevation changes 10 feet each second.
To find the change in the parachutist's elevation each second, we need to divide the total change in elevation by the total amount of time.
In this case, the total change in elevation is -70 ft, and the total time is 7 seconds.
To calculate the change in elevation per second, we divide -70 ft by 7 seconds:
Change in elevation per second = (-70 ft) / (7 seconds) = -10 ft/second
Therefore, the parachutist's elevation changes by -10 feet each second.
wrong
Apologies for the mistake. Let's recalculate:
The change in elevation is -70 ft and the time taken is 7 seconds.
To find the change in elevation per second, we divide the total change in elevation by the total time:
Change in elevation per second = (-70 ft) / (7 seconds) = -10 ft/second
Therefore, the parachutist's elevation changes by -10 feet each second.
To calculate the change in the parachutist's elevation each second, we need to divide the total change in elevation by the time taken.
In this case, the elevation changes by -70 ft in 7 seconds.
So, to find the change in elevation each second, we divide -70 ft by 7 seconds:
Change in elevation each second = -70 ft / 7 seconds = -10 ft/second.
Therefore, the parachutist's elevation changes by -10 ft each second.