Question

Which of the following statements is true about 63 and 20?



They are relatively prime.

They have more than one common factor.

They each have a factor of 4.

They are both prime numbers.

Answer 1

so which one is it then

Answer 2

if i cant reduce it

Answer 3

You have to find what both the numbers have in common.

Answer 4

Do you know what prime is.

Answer 5

Prime numbers are numbers that only have one factor which is 1 itself.

Answer 6

k

Answer 7

so its both

Answer 8

So do 63 and 20 only have 1 as a factor.

Answer 9

No they don't.

Answer 10

Is 63 divisible by 4.

Answer 11

no

Answer 12

No 63 is odd. It can be divisible but 4 cannot be a factor.

Answer 13

Now tell me the factors of 63.

Answer 14

Factors are whole numbers that a number can be divided into.

Answer 15

1 i think

Answer 16

i dont get it

Answer 17

No 63 can be divided by 1, 3, 7, 9, 21, and 63.

Answer 18

20 can be divided by 1, 2, 4, 5, 10, and 20.

Answer 19

They both have multiple factors.

Answer 20

k and

Answer 21

None of them are the same except for 1.

Answer 22

ok

Answer 23

Since you eliminated all the other choices you get one answer.

Answer 24

They are both relatively prime.

Answer 25

so d

Answer 26

ok sorry i just dont get but now i do sorry for yur trouble

Answer 27

The answer is A.

Answer 28

No problem.