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XxxyyY
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C for me too.

1) we know the ratios the solvents are mixed but don't have a idea if solvent has benzene or not.

2) we know the benzene concentration in solvent B. But don't know anything of the mixture.

Both: the required information is there.
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gmatmba
Yurik79
X & Y
Solvent A contains 24% of benzene. What is the benzene concentration of the mixed cocktail of solvent A and B?

(1) The mixing ratio of solvent A and B is 1:4

(2) The benzene concentration of solvent B is 1.5 times greater than benzene concentration of the mixed cocktail.
D for me

Can you show how, using (1) you are getting the answer

Oops sorry my fault )))agree with C
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Can someone explain this please?

Thanks!
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C.

cond 1: you don't know the concentration of B, so no way you can solve.

cond 2:
Let total mixed volume be 1.
and A has volume r, then B has 1-r.
you get this equation:

x = r*24% + (1-r)*x*(1+1.5).

you solve x = 24%*r/(2.5*r - 1.5).

but u don't know r. so 2 is Insuff.

Together. since r /1-r = 1/4. u can solve r. So, both sufficient
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Andr359
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X & Y
Solvent A contains 24% of benzene. What is the benzene concentration of the mixed cocktail of solvent A and B?

(1) The mixing ratio of solvent A and B is 1:4

(2) The benzene concentration of solvent B is 1.5 times greater than benzene concentration of the mixed cocktail.


Let´s see:

To know the concentration of A+B, we need to know both the proportion in which A and B mix AND B´s % of benzene. While (1) gives us only the former, (2) gives us only the latter. Only if we join (1) and (2) we have sufficient data to solve the problem => the answer is C.
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tennis_ball
C.

cond 1: you don't know the concentration of B, so no way you can solve.

cond 2:
Let total mixed volume be 1.
and A has volume r, then B has 1-r.
you get this equation:

x = r*24% + (1-r)*x*(1+1.5).

you solve x = 24%*r/(2.5*r - 1.5).

but u don't know r. so 2 is Insuff.

Together. since r /1-r = 1/4. u can solve r. So, both sufficient


x here ix total volume 2 liquids?
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x is the concentration of the mixed.



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