Question

f its height is y , then what polynomial represents the

length of a side of the square base ?
(a) 9 3 ( ) y + (b) 9 3 ( ) y 2 +
(c) 3 3 ( ) y + (d) 3 3 ( ) y 2

Answer 1

Answer :

V y^ h 3 1 y y8 27y 3 2 = + +

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + +

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h +

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with standard volume, we have

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with standard volume, we have ha

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with standard volume, we have ha 3

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with standard volume, we have ha 3 2

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with standard volume, we have ha 3 2 3 3 y y 2 = ^ h +

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with standard volume, we have ha 3 2 3 3 y y 2 = ^ h + y

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with standard volume, we have ha 3 2 3 3 y y 2 = ^ h + y a

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with standard volume, we have ha 3 2 3 3 y y 2 = ^ h + y a 3

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with standard volume, we have ha 3 2 3 3 y y 2 = ^ h + y a 3 2

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with standard volume, we have ha 3 2 3 3 y y 2 = ^ h + y a 3 2 3 3 y y 2 = ^ h +

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with standard volume, we have ha 3 2 3 3 y y 2 = ^ h + y a 3 2 3 3 y y 2 = ^ h + a2 9 3 y 2 = ^ h +

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with standard volume, we have ha 3 2 3 3 y y 2 = ^ h + y a 3 2 3 3 y y 2 = ^ h + a2 9 3 y 2 = ^ h + a = 3 3 ^ h y +

V y^ h 3 1 y y8 27y 3 2 = + + 3 6 y y y 9 2 = ^ h + + 3 3 y y 2 = ^ h + If y represent height, then comparing its volume with standard volume, we have ha 3 2 3 3 y y 2 = ^ h + y a 3 2 3 3 y y 2 = ^ h + a2 9 3 y 2 = ^ h + a = 3 3 ^ h y + Thus (c) is correct option.