A contractor combined x tons of a gravel mixture that contained 10 percent gravel G, by weight, with y tons of a mixture that contained 2 percent gravel G, by weight, to produce z tons of a mixture that was 5 percent gravel G, by weight. What is the value of x ?
(1) y = 10
(2) z = 16
I marked C while doing this question in GMAT Prep, but OA is D.
Can anybody explain this question?
A contractor combined x tons of a gravel
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- sahilchaudhary
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alligation approach
x-------z-----y
10 -5-- 5 -3--2
10 -3---5 -5--2
1.y = 10 , x & y are in ration of 3:5 hence x = 6. sufficent
2.ammount of x = 3/8*16(z resulting ammount of combined mixture)= 6, sufficent
x-------z-----y
10 -5-- 5 -3--2
10 -3---5 -5--2
1.y = 10 , x & y are in ration of 3:5 hence x = 6. sufficent
2.ammount of x = 3/8*16(z resulting ammount of combined mixture)= 6, sufficent
- sahilchaudhary
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I am unable to understand what you wrote.vipulgoyal wrote:alligation approach
x-------z-----y
10 -5-- 5 -3--2
10 -3---5 -5--2
1.y = 10 , x & y are in ration of 3:5 hence x = 6. sufficent
2.ammount of x = 3/8*16(z resulting ammount of combined mixture)= 6, sufficent
What is alligation approach?
Could you please explain alligation approach in detail.
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please refer below link, still have any query please let me know
https://www.beatthegmat.com/ratios-fract ... 15365.html
https://www.beatthegmat.com/ratios-fract ... 15365.html
- sahilchaudhary
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Thanks man!vipulgoyal wrote:please refer below link, still have any query please let me know
https://www.beatthegmat.com/ratios-fract ... 15365.html
Sahil Chaudhary
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