How do you multiply $sqrt4*sqrt25$ ?

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Answer 1 · 2018-05-04T22:35:55

The answer is 2.

Now, you put 4 and 25 under the square root

$sqrt(4 * 25)$

You multiply the numbers inside the house and end up with

$sqrt(100)$

Now, square root 100 and you end up with

$sqrt(100)$ = 2

Answer 2 · 2018-05-04T23:11:47

$10$

Both are perfect squares ( $sqrt4=2$ and $sqrt25=5$ ):

$2*5=10$

You could also multiply them when they're still in radical form:

$sqrt4*sqrt25=sqrt(4*25)$

$sqrt100=10$

How do you multiply sqrt4*sqrt25sqrt4*sqrt25?