The circumference of a sphere was determined as 84 cm with a possible error of 0.5 cm. Estimate the maximum error in calculating volume. 1764 cm O 925 -cm3 2125 cm 1225 -cmLet y = tan ex-1 , find the differential dy of the function. O (E) None of the choices dy = 2re-1 tan ex-1 dx O dy = sec? [ ezz-1 . ex-1da O dy = 2xer-1 sec? |ex-1 dx O dy = ex (x2 - 1) sec? ex-1] dxFind the differential dy: y = In (sec2 (3x2-2x+5 ) O dy = 4(x - 1) In(3)3 -2145 + tan 2-245 ) da dy = 2 (x - 1) In(3)37-27+5 tan (307-2x+5 dx O dy = 2(x - 1) In(3) tan (37-22+5 ) dx O (E) None of the choices dy = (x - 1) In(9)3:"-20+5 tan (37-22+5 ) dx\fWhile measuring the side of a cube, the percentage error incurred was 3%. Using differentials, estimate the percentage error in computing the volume of the cube. 0 0.00% O 9% o 5% o 0.00%