Assume that a disk expands with the speed of area a = 2(cm2/s). Assume that at the moment t = 0, the radius of the disk is 3 (cm). (Recall that the area of a disk of radius R is A=πR2
1) What is the growing speed s of the radius at the moment t? (Your final answer s = s(t) should be a function depending only on t).
2) Use linear approximation to give an approached value of:
s(2.1) = s(2+0.1)