Question

@mathslover

Answer 1

@jim_thompson5910

Answer 2

As I mentioned earlier : Shortest side is always the perpendicular ...

Here the perpendicular is 7.2

And longest side is hypotenuse. Here the hypotenuse is 16.8

Answer 3

So you get : \(\cfrac{\textbf{Shortest Side}}{\textbf{Longest Side}} = ?\)

Answer 4

0.4285...

Answer 5

So the shortest side is the perpendicular. Huh.

Answer 6

No, you have to write it as simplified fraction

Answer 7

Here .. @ParthKohli , I was talking of this case.

Answer 8

(Sorry for misunderstanding , if you had)

Answer 9

Ignore "always " there.

Answer 10

ithey cant be simplified any further

Answer 11

ignore it :P :)

Answer 12

@divagirl421 how many questions do you have??? lol just askinn

Answer 13

The shortest side is the shortest side. That's it.

Answer 14

7.2 / 16.8

\(\cfrac{72}{168} \)

Answer 15

there is 2 as the common factor.

You get : (72/2)/(168/2) = 36/84

Again divide both numerator and denominator by 2

Answer 16

18/42

Answer 17

9/21

Answer 18

Now divide by 3... as 9 has factor of 3 and 21 has also factor of 3

Answer 19

3/7

Answer 20

No common factor now.

So that is your answer