estimate-the-change-in-the-volume-of-a-cylinder-when-its-radius-changes-from-r2-

Question

Estimate the change in the volume of a cylinder when its radius changes from r=2 mr=2	ext{ m} to r=2.02 mr=2.02	ext{ m}, given the height h=5 mh=5	ext{ m}. Note: V(r)=πr2hV\left(right)=\pi $$r^2h.$$

Accepted Answer

0.4π m30.4\pi	ext{ m}^3

Answer

0.8π m30.8\pi	ext{ m}^3

Answer

20π m320\pi	ext{ m}^3

Answer

0.02π m30.02\pi	ext{ m}^3

Estimate the change in the volume of a cylinder when its radius changes from r=2 mr=2\(\text{ m}\) to r=2.02 mr=2.02\(\text{ m}\), given the height h=5 mh=5\(\text{ m}\). Note: V(r)=πr2hV\(\left\)(r\(\right\))=\(\pi\) r^2h.

Estimate the change in the volume of a cylinder when its radius changes from $r equals 2 m$ to $r equals 2.02 m$ , given the height $h equals 5 m$ . Note: $V (r) = π r^{2} h$ .