Question

find the multiplicative inverse of 10 raise to the power minus 5​

Answer 1

${\huge {\mathfrak {Answer :-}}}$

➡️ $<b>Multiplicative inverse </b>$

A multiplicative is the reciprocal of a number, when multiplied with the number gives 1 as the result.

Example - suppose ' x ', is a number, then its multiplicative inverse is ' 1/x '.

➡️ $<b>Now, Your question </b>$

We have, 10^(-5).

Let, the multiplicative inverse be 'a'.

So, 10^(-5) * a = 1.

Or,$\frac{1}{10^5}$ * a = 1

Or, $\frac {a}{10^5}$ = 1

Or, a = $10^5$.

➡️ $<b>Hence, the multicative inverse of 10^(-5) is 10^5 . </b>$

➡️ $<i>The multiplicative inverse of " 10 raise to the power minus 5 " is " 10 raise to the power 5 ". </i>$

${\huge {\blue {Thanks..}}}$

Answer 2

${\huge {\mathfrak {Answer :}}}$

***When the product of two number is 10 called as the multiplicative inverse or reciprocal (OF EACH OTHER)

✮✮✮✮✮✮✮✮✮✮✮✮✮✮✮✮✮✮✮✮

>>>>>>here given number is 10 raise to the power minus 5 [10^-5]

that is 1/10^5

***Thus the multiplicative inverse of the given number will be 10 raise to the power 5

That is 10^5

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therefore the product of the two numbers will be -

1/10^5 * 10^5

= 1

(or)

10^-5 * 10^5

= 10^ -5 +5

= 10^ 0

thus them final answer will be 1 ...

Hope helped...