Question

What is 3.25x10 to the power of 4 as an ordinary number

Answer 1

TO FIND

the value of 3.25*$10^{4}$

GIVEN

the numerical value  3.25*$10^{4}$

SOLUTION

$10^{4}$ means 10 is multiply by itself for 4 times

which means $10^{4}$= 10*10*10*10

so,

3.25*$10^{4}$ = 3.25*10*10*10*10

3.25*$10^{4}$ = 3.25*10000

3.25*$10^{4}$ = 32500

ANSWER

the value of 3.25*$10^{4}$= 32500

Answer 2

Given:

3.25x10 to the power of 4

To find:

Ordinary form of the given number.

Solution:

1) To change it into the ordinary form of the number then we just have to multiply the power of the 10 just with the decimal number.

2) 3.25×10⁴  = 3.25×10×10×10×10

First of all expand the power of the 10.

3) Do the multiplication by 10 one at a time.

•  3.25×10⁴  = 3.25×10×10×10×10

• 3.25×10⁴  = 32.5×10×10×10

• 3.25×10⁴  = 325×10×10

• 3.25×10⁴  = 3250×10

3.25×10⁴  = 32500  (ordinary form)