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Q: How do you write the number 625 as a power?

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To write a number in expanded form, you first need to divide the number by a multiple of 10 so that the result has units as its greatest value. In this case, we can divide by 100 to get 6.25 The 100 we divided by is the second power of 10, or 102. We need to write this alongside the 6.25 as a multiplication to have our answer. Thus, to write 625 in expanded form, you write 6.25x102

54 = 625 (to find out sqr rt 625 then sqr rt again)

Five to the negative 4th power = 5-4 = 625

Example: exsponetal form: 5^4 = 625 standard form: 5*5*5*5 = 625 -you just basically write it all out-

625^2 = 390,625

Related questions

As a power of its prime factors: 5^4 = 625

5^4

To write a number in expanded form, you first need to divide the number by a multiple of 10 so that the result has units as its greatest value. In this case, we can divide by 100 to get 6.25 The 100 we divided by is the second power of 10, or 102. We need to write this alongside the 6.25 as a multiplication to have our answer. Thus, to write 625 in expanded form, you write 6.25x102

Six hundred twenty-five.

54 = 625 (to find out sqr rt 625 then sqr rt again)

Five to the negative 4th power = 5-4 = 625

625 = 625/1

The 4th power of 5 is 625 . 4 and 5 are consecutive whole numbers.

625 = 6.25 × 102

62.5 = 625/10 = 621/2

6 and 111/625

625% = 625%/100%= 625/100 or 25/4