Question

Which numbers are greater than 3 x 10^-7?

Choose all answers that are correct.

A.
9 x 10^-9

B.
2 x 10^-5

C.
6 x 10^-7

D.
5 x 10^-8

E.
2 x 10^-7

Answer 1

@mayankdevnani

Answer 2

@bahrom7893

Answer 3

@Walkerman15

Answer 4

can you plz help me :(

Answer 5

i will fan and medal

Answer 6

there exponents i forgot to say

Answer 7

i'll repost it

Answer 8

Remember:
\(\large 10^9 > 10^8 > 10^7 > 10^6 > 10^5 > 10^4 > 10^3 > 10^2 > 10\)
and
\(\large 10^{-9} < 10^{-8} < 10^{-7} < 10^{-6} < 10^{-5} < 10^{-4} < 10^{-3} < 10^{-2} < 10^{-1}\)

With the above info can you answer the question now?

Answer 9

@Walkerman15 its exponents

Answer 10

ok Let me do it again

Answer 11

one of the answers is b right?

Answer 12

and then e? @aum

Answer 13

B is correct. Not E.

Answer 14

then b and what?

Answer 15

Try this approach. Take each answer choice and divide it by 3 x 10^-7. If it is greater than 1 the answer choice is greater than 3 x 10^-7.

Answer 16

D?

Answer 17

You are just throwing out choices and you are interested in just the answers without wanting to learn and so I am out.

Answer 18

@aum

Answer 19

no I'm not i just don't understand

Answer 20

@aum wouldn't 3 x 10^-7 = 3e-7?