cmtboy2
  • cmtboy2
help ill medal
Mathematics
  • Stacey Warren - Expert brainly.com
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SOLVED
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schrodinger
  • schrodinger
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xMissAlyCatx
  • xMissAlyCatx
:)
cmtboy2
  • cmtboy2
1 Attachment
iGreen
  • iGreen
Add 1/3 to both sides.

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More answers

iGreen
  • iGreen
First convert \(\sf 5 \dfrac{3}{8}\) to an improper fraction.
xMissAlyCatx
  • xMissAlyCatx
The best way to convert 5 3/8 into an improper fraction is to multiply 5 by 8 and then add 3. :P
xMissAlyCatx
  • xMissAlyCatx
|dw:1449500523697:dw|
cmtboy2
  • cmtboy2
? @xMissAlyCatx
xMissAlyCatx
  • xMissAlyCatx
I drew a picture for you.
anonymous
  • anonymous
linkin park
cmtboy2
  • cmtboy2
ok i hat math
xMissAlyCatx
  • xMissAlyCatx
To get 5 3/8 as an improper fraction, all you need to do is multiply 5 by the denominator, which gives you 40, then you add 3, which is your numerator.. That gives you 43/8
cmtboy2
  • cmtboy2
ya i love linkin park
cmtboy2
  • cmtboy2
so it's 4 3/8
xMissAlyCatx
  • xMissAlyCatx
No..
cmtboy2
  • cmtboy2
sorry
xMissAlyCatx
  • xMissAlyCatx
43 over 8. That's improper. 5 and 3/8 is mixed.
cmtboy2
  • cmtboy2
im cunfused
cmtboy2
  • cmtboy2
what are you typin @xMissAlyCatx
xMissAlyCatx
  • xMissAlyCatx
So now your equation is w= 43/8 plus 1/3 So what you need to do is find a number that 8 and 3 go into.. (which is 24).. But in order to make sure that both fractions are over 24, you need to multiply them by whichever number gives you 24. So 8 (3) is 24.. which means you need to multiply the first fraction \[\frac{ 43 }{ 8 }\] by 3! That gives you \[\frac{ 129 }{ 24 }\] now you need to make 1/3 over 24, so just multiply it by 8! which will give you \[\frac{ 8 }{24 }\] Now just add \[\frac{ 129 }{ 24} + \frac{ 8 }{ 24 } = ?\]
xMissAlyCatx
  • xMissAlyCatx
Just add the numerators, leave the denominator as 24!
xMissAlyCatx
  • xMissAlyCatx
And that will give you w..
cmtboy2
  • cmtboy2
it's 137/24
xMissAlyCatx
  • xMissAlyCatx
Yes! You're correct.
cmtboy2
  • cmtboy2
no it's 1 37/24
xMissAlyCatx
  • xMissAlyCatx
No....
cmtboy2
  • cmtboy2
1 Attachment
cmtboy2
  • cmtboy2
it can't be 137/24
xMissAlyCatx
  • xMissAlyCatx
\[5\frac{ 17 }{ 24 }\]
xMissAlyCatx
  • xMissAlyCatx
It is! You just had to convert that to a mixed number.
cmtboy2
  • cmtboy2
i got 3 more
cmtboy2
  • cmtboy2
1 Attachment
xMissAlyCatx
  • xMissAlyCatx
What do you think it is, first of all?
cmtboy2
  • cmtboy2
b
cmtboy2
  • cmtboy2
what about you @xMissAlyCatx
xMissAlyCatx
  • xMissAlyCatx
Nope! What you're doing is adding the \[-3\frac{ 2 }{ 5 } \] to the other side, not subtracting it. So when you add it, you would get \[11\frac{ 3 }{ 5 }\] because all you're doing is adding the number in front and the numerator since the denominators are the same.
cmtboy2
  • cmtboy2
so it's 11 3/5
cmtboy2
  • cmtboy2
i got 2 more
cmtboy2
  • cmtboy2
1 Attachment
xMissAlyCatx
  • xMissAlyCatx
Exact Form: 165/4 Decimal Form: 41.25 Mixed Number Form: 41 1/4
cmtboy2
  • cmtboy2
so it's 41 1/4
cmtboy2
  • cmtboy2
right @xMissAlyCatx
xMissAlyCatx
  • xMissAlyCatx
ye
cmtboy2
  • cmtboy2
1 more
cmtboy2
  • cmtboy2
1 Attachment
cmtboy2
  • cmtboy2
a right
xMissAlyCatx
  • xMissAlyCatx
Yes
cmtboy2
  • cmtboy2
cool are you good at history
xMissAlyCatx
  • xMissAlyCatx
Depends on what it is over, but perhaps.

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