Expand the number 425 into its corresponding exponential

Ответ:

doversu

06.01.2022

$5^2\cdot 17$

Step-by-step explanation:

We are given that a number

425

We have to expand the number into its corresponding exponential form.

To find the exponential form of 425 we will find the prime factors of 425 .

$425=5\times 5\times 17$

We know that

$a\times a\times a...\times a(n times\;multiply )=a^n$

Using the formula

We can writ the number

$425=5^2\times 17$

Hence, the expand exponential form of 425= $5^2\cdot 17$

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