Question

Please Help!

Question Attached Below :3

Thank you soo much!

Answer 1

Do you know what you have to do first?

Answer 2

I think so, Im not sure :3

Answer 3

What do you think? :)

Answer 4

hmmm.. maybe we have to OHHH! I know!

Answer 5

\[(4\frac{ 2 }{ 3} + 2 \frac{ 4 }{ 7 }) + 7\frac{ 3 }{ 7 }= \] \[14.6666666667 + 12 = 26.6666666667\]

Answer 6

Am I correct? :3

Answer 7

Where did you get the 12?

Answer 8

It's in the equation :3

Answer 9

\[26.666666666666668 = 80/3 \]

Answer 10

@kayders1997

Answer 11

First you have to add what is in the parenthesis so you have to get a least common denominator

Answer 12

Okay.. hmm..

Answer 13

wow this is hard XD

Answer 14

You could do fractions too though :)

Answer 15

Oh, wait XD I did something wrong!

Answer 16

Omg decimals I didn't get any sleep last night omg!

Answer 17

XD

Answer 18

Hmmm... I really dont know what 14.6666666667 is as a fraction XD

Answer 19

You don't need it in a fraction

Answer 20

Ohh, then what do I put?

Answer 21

Subtract 12 so you can get x all by itself

Answer 22

Do you have a graphing calculator?

Answer 23

Umm, no XD

Answer 24

That's okay so when you subtract 12 you get?

Answer 25

Sorry very irrelevant but how were you able to attach a pic? Because i cant:(

Answer 26

2.6666666667 And tmz, you click the "attach File" button under the chat box :3

Answer 27

Right do you know what that is as a fraction? What is .6666666 as a fraction?

Answer 28

Yes, let me check :3

Answer 29

\[\frac{ 8 }{ 3 }\] thank you! :3

Answer 30

Yes yay! :)

Answer 31

\[\frac{ 8 }{ 3 } = 2\frac{ 2 }{ 3 }\]
yayyy!

Answer 32

Overview: 1) Sum up the 3 improper fractions on the left side of this equation, and set this sum equal to the right side:

SUM = n + 12
2) Among the ways in which you could sum up the 3 improper fraction on the left side of your equation is that of finding the LCD. Here the LCD happens to be 21, the smallest number that can be divided by both 3 and 7.

Example: The first "mixed number" is 4 2/3. Converting this to an improper fraction, 4 2/3 = 14/3. Multiplying numerator and denominator both by the LCD (21), we get
\[\frac{ 21*14 }{ 3 }=98\] Treate the 2nd and 3rd improper fractions on the left in the same way.

Answer 33

Omg, thank you mathmale soooo much!!

Answer 34

Keep practicing! I'm happy for your success.

Answer 35

Thank you!!