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Re: There are three types of zinc-aluminium alloy, M1, M2 and M3, with 10% [#permalink]
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pandajee wrote:
nick1816 wrote:
In p grams of M1, amount of zinc= 0.1p
In q grams of M2, amount of zinc= 0.4q
In q grams of M3, amount of zinc= 0.7r

\(\frac{0.1p+ 0.4q + 0.7r}{p+q+r}=\frac{1}{4}\)

0.6p=0.6q+1.8r
p=q+3r
r=1/3*(p-q)


kiran120680 wrote:
There are three types of zinc-aluminium alloy, M1, M2 and M3, with 10%, 40% and 70% concentration of zinc respectively. If p grams of M1, q grams of M2 and r grams of M3 is mixed to form (p +q+ r) grams of mixture with 25% zinc concentration. What is the value r in terms of p and q?


A. (p−q)/3
B. (p−q)/2
C. (p+q)/2
D. (p+q)/3
E. (p+2q)/3



nick.. can you suggest some good source of concept files for solving mixture problems.


18. Mixture Problems



For more check Ultimate GMAT Quantitative Megathread



Hope it helps.
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Re: There are three types of zinc-aluminium alloy, M1, M2 and M3, with 10% [#permalink]
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There are three types of zinc-aluminium alloy, M1, M2 and M3, with 10%, 40% and 70% concentration of zinc respectively. If p grams of M1, q grams of M2 and r grams of M3 is mixed to form (p +q+ r) grams of mixture with 25% zinc concentration. What is the value r in terms of p and q?


A. (p−q)/3
B. (p−q)/2
C. (p+q)/2
D. (p+q)/3
E. (p+2q)/3

Using Weighted Average : Assume Volume of alloy = 100
10P + 40Q + 70R = 25(P+Q+R)
10P + 40Q + 70R = 25P + 25Q + 25R
Keep R terms in the RHS and equate.
70R - 25R = 25P - 10P + 25Q - 40Q
45R = 15P - 15Q (Divide both sides by 15)
3R = P - Q
R =\((P - Q)/(3)\)
\(A\)
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Re: There are three types of zinc-aluminium alloy, M1, M2 and M3, with 10% [#permalink]
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Re: There are three types of zinc-aluminium alloy, M1, M2 and M3, with 10% [#permalink]
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