Question

6/5 multiplied by 12

Answer 1

14.4

Answer 2

\[(\frac{ 6 }{ 5 })(\frac{ 60 }{ 5 }) = \frac{ 360 }{ 25 } = \frac{ 72 }{ 5 }\]

60/5 is 12

Answer 3

6/5(12) ??

Answer 4

14.4

Answer 5

that's a long way to go and I do not know why you have to go through the length of converting 12 into 60/5
\[
\sf \huge \frac{6}{5} \times \frac{12}{1}
\]

Answer 6

6/5(12) = 72/5

or 14.4

:)

Answer 7

cant be a decimal

Answer 8

Well...it is

Answer 9

why CAN't it be??

Answer 10

WebWork. Says I cant use a decimal

Answer 11

do you know how to multiply and divide?

Answer 12

y-14=-6/5(x+12)
put in slope intercept form

Answer 13

what the f#%ck

Answer 14

that is completely different from what you posted

Answer 15

Woah...WUT?

Answer 16

don't you have to multiply 6/5 by 12 anyways?

Answer 17

What you have their now is an equation of a line. What do you have to do with it?

Answer 18

y=-6/5x + 142/5

Answer 19

says its wrong

Answer 20

WHAT is wrong??

Answer 21

-6/5x+142/5

Answer 22

Still do not understand. What is the question specifically that you have to do with this line equation?

Answer 23

just solve for y?

Answer 24

It's in slope-int. form just like you needed...

Answer 25

I dont understand either

Answer 26

well what is the entire question or can you take a screenshot of your screen for us?

Answer 27

how do i post it to here

Answer 28

oh wait

Answer 29

does anyone know? :(

Answer 30

You y intercept is wrong in slope-intercept form

\[y-14 = \frac{ -6 }{ 5 }(x + 12)\]
\[y-14 = \frac{ -6 }{ 5 }x - \frac{ 36 }{ 5 }\]

Get 14 to have a common denominator of 5 which is 70/5

\[y - \frac{ 70 }{ 5 } = \frac{ -6 }{ 5 }x - \frac{ 36 }{ 5 }\]
\[y = \frac{ -6 }{ 5 }x + \frac{ 34 }{ 5 }\]

Answer 31

ahhh woops lol i multipled -6 and 12 wrong

Answer 32

Hang on let me redo

Answer 33

\[y - 14 = \frac{ -6 }{ 5 }x - \frac{ 72 }{ 5 }\]
\[y - \frac{ 70 }{ 5 } = \frac{ -6 }{ 5 }x - \frac{ 72 }{ 5 }\]
\[y = \frac{ -6 }{ 5 }x - \frac{ 2 }{ 5 }\]

Answer 34

thank you so much

Answer 35

No problem