Question

@3mar and @563blackghost help me please :)

Answer 1

Well, I am here.

Answer 2

ok :)

Answer 3

So What you got?

Answer 4

?

Answer 5

sorry my pc crashed

Answer 6

i'm actually stuck on this one :(

Answer 7

No problem.

Answer 8

Easy, man!

Answer 9

What would be the first blank?

Answer 10

Ratios are set as fractions we would set this as....

\(\huge\bf{\frac{feet}{day}}\)

So how would the `12 feet during a 16-day period` look like in a ratio? (this would be the first blank)

Answer 11

Umm.....i'm stuck so if im wrong i'm sorry.................um 12/16

Answer 12

Nice :) But we need to simplify it....We know that they share a common factor of 4 so....

\(\huge\bf{\frac{12}{16} \div \frac{4}{4}=?}\)

Answer 13

Correct!
but can you simplify it more

Answer 14

3/4?

Answer 15

Nice :)

Answer 16

Thanks, 563blackghost

Answer 17

Now how would February be set?

Answer 18

Better as always!

Answer 19

So it would be 18/24?

Answer 20

@KJSaif, you are in good hands!

Answer 21

but simplified 3/4?

Answer 22

Yes but make sure to simplify more :) We determine the common factor which would be 6...

\(\huge\bf{\frac{18}{24} \div \frac{6}{6}=?}\)

Answer 23

3/4

Answer 24

Is it proportional?

Answer 25

Correct :)

Now we would cross multiply to determine if they are proportional ^.^

\(\huge\bf{3 \times 4 = 3 \times 4}\)

Are they proportional?

Answer 26

yes

Answer 27

Correct :) Nocely Done xD

Answer 28

Nicely*