In the formula `A=(1)/(2)d(h_(1)+h-(2))`. Find the value of `h_(2)` if `A=12` square units and d=2 square units and `h_(1)=6` units.

The formula unit of H_(2)O is

The area of the region enclosed by the curves y=x,x=e,y=(1)/(x) and the positive x-axis is (1)(1)/(2) square units (2)1 square units (3)(3)/(2) square units (4)(5)/(2) square units

For the next two (2) items that follow Consider the curves y l x 1 and Ix 2 For What is/are the point (s) of intersection of the curves? (a) 2, 3) only (b) (2, 1) only (c) (2, 3) and (2, 1) (d) Neither (2,3)nor (2,1) 33 What is the area of the region bounded by the curves and 4 axis (a) 3 square units (b) 4 square units (d) 6 square units (c) 5 square units

The area of the region enclosed by the curves y""=""x ,""x""=""e ,""y""=1/x and the positive x-axis is (1) 1/2 square units (2) 1 square units (3) 3/2 square units (4) 5/2 square units

In the formula V=(1)/(3)pr^(2)h, if V=9.42 units, h=4 units and pi=3.14 , then r is

If the distance between A (h,12) and origin is 13 units , then the value of h is are

If the distance between A (h,12) and origin is 13 units, then the value of h is are