Question

Which statement is correct?

Answer 1

Looking it the truth behind the pyramids if you want to revolutionize the way you think about history:) best of luck my friends

Answer 2

The correct option is 3.

Explanation:

The expression of left side is

`(3.56* 10^2)/(1.09* 10^4)`

`(3.56)/(1.09)* (10^(2))/(10^4)`

`3.266* 10^(-2)`
`[\because (a^m)/(a^n)=a^(m-n)]`

The expression of right side is

`(4.08* 10^2)(1.95* 10^(-6))`

`(4.08* 1.95)(10^2* 10^(-6))`

`7.956* (10^(2-6))`
`[\because a^m\cdot a^n=a^(m+n)]`

`7.956* (10^(-6))`

Expression of both sides are written in the scientific notation.

Since
`10^(-2)>10^(-6)`, therefore the expression of left sides is greater that the expression of right sides.

`(3.56* 10^2)/(1.09* 10^4)>(4.08* 10^2)(1.95* 10^(-6))`

Therefore correct option is 3.