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A bag of coins contains only nickels, dimes and

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Manager
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A bag of coins contains only nickels, dimes and [#permalink] New post 30 Apr 2006, 06:05
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A
B
C
D
E

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A bag of coins contains only nickels, dimes and quarters.There are 38 coins in all.What is the total value of all the coins in the bag?
1)Quarters aacount for half the value of the coins in the bag
2)The value of all the dimes equals the value of all the nickels.

The question doesnt specify the value of each type of coin,howver in the solution they hav taken some value of each type of coin.
How am I supposed to know the value of each kinda coin, also if such coins are specific to ne country's currency...Can such questions be asked in GMAT, in which international students mught not be aware of the value of such type of coins?
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Re: DS-value of coins [#permalink] New post 01 May 2006, 12:38
itishaj wrote:
A bag of coins contains only nickels, dimes and quarters.There are 38 coins in all.What is the total value of all the coins in the bag?

1) Quarters aacount for half the value of the coins in the bag
2) The value of all the dimes equals the value of all the nickels.


from i,

1 qt = 2 dime + 1 nickel = 3 coins
1 qt = 1 dime + 3 nickels = 4 coins
1 qt = 5 nickels = 5 coins

hmmmmmmmmmm............ didn't work

finally, using trail and error,
i got : 8 qtrs + 10 dimes + 20 nickels = $4.00
Manager
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Re: DS-value of coins [#permalink] New post 01 May 2006, 12:42
itishaj wrote:
A bag of coins contains only nickels, dimes and quarters.There are 38 coins in all.What is the total value of all the coins in the bag?
1)Quarters aacount for half the value of the coins in the bag
2)The value of all the dimes equals the value of all the nickels.

The question doesnt specify the value of each type of coin,howver in the solution they hav taken some value of each type of coin.
How am I supposed to know the value of each kinda coin, also if such coins are specific to ne country's currency...Can such questions be asked in GMAT, in which international students mught not be aware of the value of such type of coins?


solve for the following system of equations:

(1) Q + N + D = 38
(2) 0.25Q - 0.05N - 0.1D = 0
(3) 0.1D-0.05N = 0

remember quaters are 25 cents
dimes 10 cents
nickels 5 cents

I am too lazy now to check the system of equations but we have three equations, 3 variables, so my answer would be C, please double check
Director
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 [#permalink] New post 01 May 2006, 12:59
like conocieur mentioned, C should be it
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Re: DS-value of coins [#permalink] New post 01 May 2006, 14:00
conocieur wrote:
itishaj wrote:
A bag of coins contains only nickels, dimes and quarters.There are 38 coins in all.What is the total value of all the coins in the bag?
1)Quarters aacount for half the value of the coins in the bag
2)The value of all the dimes equals the value of all the nickels.

The question doesnt specify the value of each type of coin,howver in the solution they hav taken some value of each type of coin.
How am I supposed to know the value of each kinda coin, also if such coins are specific to ne country's currency...Can such questions be asked in GMAT, in which international students mught not be aware of the value of such type of coins?


solve for the following system of equations:

(1) Q + N + D = 38
(2) 0.25Q - 0.05N - 0.1D = 0
(3) 0.1D-0.05N = 0

remember quaters are 25 cents
dimes 10 cents
nickels 5 cents

I am too lazy now to check the system of equations but we have three equations, 3 variables, so my answer would be C, please double check


we need the value of the coins, no the no of coins. so (i) is sufficient to answer the value of coins in the bag.
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 [#permalink] New post 01 May 2006, 15:43
Agreed it C

quarters: 25 cents
dimes: 10 cents
nickels: 5 cents
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 [#permalink] New post 04 May 2006, 07:08
The answer is C.

The reason it can not be A is because the total value could be $4.00 as mentioned earler. Or it could be say $3.50, with half of the value coming from 7 quaters and the remainder from 27 nickels and 4 dimes.
  [#permalink] 04 May 2006, 07:08
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A bag of coins contains only nickels, dimes and

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