length of Roberts wire --- x
length of Maria's wire ---- 10-x
x = (2/3)(10-x)
times 3
3x = 2(10-x)
3x = 20 - 2x
5x = 20
x = 4
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Half Robert’s piece of wire is equal to 2/3 of Maria’s wire. The total length of their wires is 10
feet. How much longer is Robert’s wire than Maria’s?
12 answers
3/4
5 more
10/7
27/3
4 is not the answer and the first problem in the above happens in the first line. X= the total length of R's wire. R's wire isn't equal to 2/3 of M's. Half of R's is = to 2/3 M.
so the problem should go as such.
.5 x= 2/3(10-x)
multiply both sides by 3
1.5x=2(10-x)
1.5x=20-2x
3.5x=20
20/3.5= 5.714=x
Now to check our answer 5.714/2=2.857=half of R's length.
10-5.714=4.286
4.286/3=1.428
1.428x2=2.857
2.857x2=4.286
4.286+5.714=10
so the problem should go as such.
.5 x= 2/3(10-x)
multiply both sides by 3
1.5x=2(10-x)
1.5x=20-2x
3.5x=20
20/3.5= 5.714=x
Now to check our answer 5.714/2=2.857=half of R's length.
10-5.714=4.286
4.286/3=1.428
1.428x2=2.857
2.857x2=4.286
4.286+5.714=10
Sorry, that should read 2.857x2=5.714
4.285= the length of M's wire
4.285= the length of M's wire
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