Asked by Kelly
My son has to solve equations with mixed numbers in them. we are in dispute about the problem below:
6 3/8 = t - 4 3/4 - 2 1/16
I solved it by adding 2 1/16 to both sides, then adding 4 3/4 to both sides. My answer was 13.
My son solved it by subtracting he mixed numbers on the right side first. Then he added that difference to 6 3/8. His answer was 9 1/16.
Can you tell us Which of us is following the correct procedure?
Thank you very much.
6 3/8 = t - 4 3/4 - 2 1/16
I solved it by adding 2 1/16 to both sides, then adding 4 3/4 to both sides. My answer was 13.
My son solved it by subtracting he mixed numbers on the right side first. Then he added that difference to 6 3/8. His answer was 9 1/16.
Can you tell us Which of us is following the correct procedure?
Thank you very much.
Answers
Answered by
Steve
Either way is right, but it looks like you're both wrong
6 3/8 + 2 1/16 = 8 7/16
8 7/16 + 4 3/4 = 13 3/16
He should have added the mixed numbers on the right, then subtracted the sum:
4 3/4 + 2 1/16 = 6 13/16
So,
6 3/8 = t - 6 13/16
6 3/8 + 6 13/16 = 13 3/16
Guess you'd better both brush up on your fractions, eh?
6 3/8 + 2 1/16 = 8 7/16
8 7/16 + 4 3/4 = 13 3/16
He should have added the mixed numbers on the right, then subtracted the sum:
4 3/4 + 2 1/16 = 6 13/16
So,
6 3/8 = t - 6 13/16
6 3/8 + 6 13/16 = 13 3/16
Guess you'd better both brush up on your fractions, eh?
Answered by
brandon
What is the rational number between 1/3 and 5/6
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