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Re: What is (2+4+6)/(1+3+5) - (1+3+5)/(2+4+6) ? [#permalink]
Bunuel wrote:
What is \(\frac{2+4+6}{1+3+5} - \frac{1+3+5}{2+4+6}\)?

A. -1
B. 5/36
C. 7/12
D. 147/60
E. 43/3


simply solve expression
we get
63/108 ; 7/12
IMO C
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Re: What is (2+4+6)/(1+3+5) - (1+3+5)/(2+4+6) ? [#permalink]
Simple calculation:

= (12/9) - (9/12)

= (4/3) - (3/4)

= (16-9)/12

= 7/12

Answer: C
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Re: What is (2+4+6)/(1+3+5) - (1+3+5)/(2+4+6) ? [#permalink]
What is \(\frac{2+4+6}{1+3+5} - \frac{1+3+5}{2+4+6}\)?

A. -1
B. 5/36
C. 7/12 --> correct: \(\frac{2+4+6}{1+3+5} - \frac{1+3+5}{2+4+6}\) = \(\frac{12}{9} - \frac{9}{12}\)= \(\frac{4}{3} - \frac{3}{4}\) = \(\frac{4^2 -3^2}{4*3} \) = \(\frac{7}{12} \)
D. 147/60
E. 43/3
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Re: What is (2+4+6)/(1+3+5) - (1+3+5)/(2+4+6) ? [#permalink]
Bunuel wrote:
What is \(\frac{2+4+6}{1+3+5} - \frac{1+3+5}{2+4+6}\)?

A. -1
B. 5/36
C. 7/12
D. 147/60
E. 43/3


(2+4+6)/(1+3+5) =12/9 = 4/3 = 1.33
(1+3+5)/(2+4+6) = 9/12 = 3/4 = .75

So answer will be around 0.58. Only C is close so answer C
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Re: What is (2+4+6)/(1+3+5) - (1+3+5)/(2+4+6) ? [#permalink]
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