Question

Medal

http://prnt.sc/cgggyq

Answer 1

@skullpatrol

Answer 2

Any ideas?

Answer 3

Think top minus bottom in respect to the exponents.

Answer 4

well for question 4 i think b

Answer 5

@legomyego180 why stop minus bottom ? when you like rewriting it in scientific notation for example 0,00000001 how you write this without minus exponent ?

Answer 6

@milo123 for question 4 you are right :-)

Answer 7

yay

Answer 8

i dont get question 3 though @skullpatrol

Answer 9

$$\huge \dfrac{3.9 \times 10^5}{1.3 \times 10^2}$$

$$\huge = \dfrac{3.9 }{1.3} \times \dfrac{10^5}{10^2}$$

Answer 10

now what?

Answer 11

Simplify.

Answer 12

What is 3.9/1.3?

Answer 13

I was thinking:
\[\frac{ 3.9x10^5 }{ 1.3x10^2 } = \frac{ 3.9x10^{5-2} }{ 1.3 } = \frac{ 3.9x10^3 }{ 1.3 } = answer\]@jhonyy9

Answer 14

3 @skullpatrol

Answer 15

Yes

Answer 16

$$\huge \dfrac{10^5}{10^2}=?$$

Answer 17

100,000 / 100

Answer 18

Yes, now what?

Answer 19

oh nvm d

Answer 20

You got it :D

Answer 21

:D

Answer 22

http://prnt.sc/cggqta

Answer 23

I gotta go...

Answer 24

....post a new question

Cya

Answer 25

Thanks fro your help:)

Answer 26

Thanks for trying to learn :-)