Question

pleasse help

Answer 1

Question?

Answer 2

what is \[\sqrt{252}\] in simplified radical form?

Answer 3

A. \[\sqrt[21]{12}\]

Answer 4

To start this off, once again find the factors of 252

Answer 5

B. \[\sqrt[12]{?}\]

Answer 6

ok

Answer 7

@sammixboo 1,2,3,4,6,7,9,12,14,18,21,28,36,42,63,84,126,252,

Answer 8

A. \[\sqrt[21]{12}\]

B.\[\sqrt[12]{21}\]

Answer 9

C. \[\sqrt[7]{?}\]

Answer 10

D. \[\sqrt[6]{7}\]

Answer 11

@iGreen

Answer 12

@welshfella

Answer 13

@Austin6i6

Answer 14

i need an answer fast

Answer 15

Answer

Answer 16

Answer pleas?

Answer 17

Anyone?

Answer 18

write \(252\) in prime factorized form

Answer 19

whats the Answer

Answer 20

i d k

Answer 21

just someboby help

Answer 22

@iGreen

Answer 23

@welshfella

Answer 24

@rational

Answer 25

@Austin6i6

Answer 26

a number can be expressed in prime factorized form as follows example

\(2=2\times 1\\
6=2\times 3\\
30=2\times 3\times 5\)

Answer 27

ok

Answer 28

similarly write \(252\) in prime factorized form

Answer 29

ok can you speed this up if have to go in a few minutes

Answer 30

so can u write \(252\) in prime factorized form
start as

\(\large {252=2\times 126\\
=2^2\times 63}\)

Answer 31

is the answer \[\sqrt[6]{7}\]

Answer 32

how ?