Question

Medal
Find the product of 5/6 , 9/32 and 24/35
Express your answer as a fully reduced fraction.

Answer 1

\[\frac{ 5*9*24 }{ 6*32*35 }\]

Answer 2

164.57

Answer 3

you want answer as a fraction (like a/b) rihgt ?
how did you get 164.57 ?

Answer 4

5*9*24 / 6*32*35

Answer 5

yes, now you have to reduce that to lowest terms

Answer 6

i would divide both top and bottom by 6 to begin with

Answer 7

1080/ 6720

Answer 8

it is easier to leave it as you had it, more simple to see the common factors to reduce the fraction

Answer 9

as you can see the top has 24 and the bottom has a 6, so you can divide both top and bottom by 6

Answer 10

3/336

Answer 11

\[\frac{ 5*9*24 }{ 6*32*35} = \frac{ 5 * 9 * 4 }{ 1 * 32 * 35 }\]

see how both top and bottom were divided by 6 to reduce the fraction?

Answer 12

180/1120

Answer 13

so, now you see you have a 5 in the top and a 35 in the bottom, so you can divide both those by 5

Answer 14

36/224

Answer 15

\[\frac{ 1*9*4 }{ 1*32*7 }\]

Answer 16

do not calculate, to reduce a fraction you need to know the common factors of the numerator and the denominator

Answer 17

What is the next step from the last one i wrote?

Answer 18

36/224 = 18/112 = 9/56

Answer 19

your hot@harz360

Answer 20

\[\frac{ 1*9*4 }{ 1*32*7 } = \frac{ 1*9*1 }{ 1*8*7 }\]

I divided top and bottom by 4

Answer 21

9/56

Answer 22

yes, but you need to know how to do it, for instance if you have ...

6588 / 10589 how are you going to reduce that into lowest terms?

you need to factor out common factors as in the process i went through.

Answer 23

so the answer is 9/56?

Answer 24

unless you can divide both 9 and 56 by a common factor to reduce it further.

Answer 25

u cant reduce 9/56

Answer 26

correct

Answer 27

so the answer 9/56?