Answer:
The height of the jar is 1.75.
Explanation:
Given that the volume of the jar is 88, and it has a radius of 4, to determine what is the height of the jar, the following calculations must be performed, knowing that the volume of a cylinder arises from multiplying pi by the radius squared, and multiplying that result by the height:
3.14 x 4 ^ 2 x H = 88
3.14 x 16 x H = 88
50.24 x H = 88
H = 88 / 50.24
H = 1.75
Thus, the height of the jar is 1.75.