Home
Class 14
MATHS
If x = (0.08)^(2) , y = (1)/((0.08)^(2))...

If x = `(0.08)^(2) , y = (1)/((0.08)^(2))` and `z = (1-0.08)^(2) - 1` , then out of the following , the true relation is

A

`y lt x` and x= z

B

`x lt y` and x = z

C

`y lt z lt x`

D

`z lt x lt y`

Text Solution

Verified by Experts

The correct Answer is:
D
Promotional Banner

Similar Questions

Explore conceptually related problems

If x=(0.08)^(2), y=(1)/((0.08)^(2)) and z=(1-0.08)^(2)-1 then which of the following relation is true?

(0.8)^(3)=?

Express each of the following as a fraction: 0.08%

Find the squares of the following by actual multiplication: 0.8

{:((x)/(2) + y = 0.8),((7)/(x + (y)/(2)) = 10):}

If a= 0.8 and r = 0. 15, then t is equal to

0.08 xx 2.3 xx ? = 0.2944

{:(0.4x + 0.3y = 1.7),(0.7x - 0.2y = 0.8):}

If 0.8 x A = 0.09 x B, then find A : B.