Question

10 to the power 22 + 10 to the power 20 divided by 10 to the power 20

Answer 1

HELLO DEAR,

GIVEN:-

$\bold{\frac{10^{22} + 10^{20}}{10^{20}}}$

now,

$\Rightarrow$ $\bold{\frac{10^{20 + 2} + 10^{20}}{10^{20}}}$

as we know, $\bold{m^{a + x} = m^a \times m^x}$

so, using the above property,

$\Rightarrow$ $\bold{\frac{10^{20} \times 10^2 + 10^{20}}{10^{20}}}$

$\Rightarrow$ $\bold{10^{20}\times \frac{100 + 1}{10^{20}}}$

$\Rightarrow$ $\bold{(101)}$

HENCE, $\bold{\frac{10^{22} + 10^{20}}{10^{20}} = 101}$

I HOPE ITS HELP YOU DEAR THIS,

THANKS

Answer 2

Given conditions,

(10²² + 10²⁰)/10²⁰

We need to find the value of this expression only, Therefore,

(10²² + 10²⁰)/10²⁰ = (10²⁰. 10² + 10²⁰)/10²⁰

= 10²⁰(10² + 1)/10²⁰

= 100 + 1

= 101.

Hence, the answer of the above question will be 101.

Hope it helps.