A customer using a certain telephone calling plan pays a fee of $25 per month, and then receives a discount of 40% on the regular charge for all calls made to country A. If teh calls to country A are regularly charged at $1.6 per minute for first 3 minutes and $0.8 per minute thereafter, what is the maximum the customer could have saved over regular prices if he was charged for 1 hr of calls made to coutry A in a certain month.
OA is [spoiler]$13.4[/spoiler]
A customer using a certain telephone calling plan pays a fee
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Assuming that the customer speaks only 1 minute every time ...
the maximum amount he has to pay is
1.6 * 60 mints = 96
40% discount = 38.4
initial payment of 25 $
there fore the max he can save is 38.4 - 25 = 13.4
let me know if i am correct.
the maximum amount he has to pay is
1.6 * 60 mints = 96
40% discount = 38.4
initial payment of 25 $
there fore the max he can save is 38.4 - 25 = 13.4
let me know if i am correct.
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as i said we assume he speaks only for one minute every time.
the max he will have to pay is 96.( what is the maximum the customer could have saved ..he would save more only if the bill is highest)
my understanding correct me if i am wrong
the max he will have to pay is 96.( what is the maximum the customer could have saved ..he would save more only if the bill is highest)
my understanding correct me if i am wrong
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Hi folks,
The max he can spend is 96, and the savings is on regular calls i.e. 40 % of 96 = 38.4 --
Why are we subtracting further 25, which is the initial payment, from this figure of 38.4.
Kindly clarify.
Cheers
The max he can spend is 96, and the savings is on regular calls i.e. 40 % of 96 = 38.4 --
Why are we subtracting further 25, which is the initial payment, from this figure of 38.4.
Kindly clarify.
Cheers
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Take it back. Was taking the initial payment and the discount in isolation. Realized just now that it was because of these 25 $ that he started getting 40 % off.
In the above mentioned question, to maximize the discount, we assume that the customer speaks only for one minute every time, totaling 60 mins.
But, what if his calls last less than 1 min ? In which case, the max he will have to pay will go beyond $96. Theoretically, max he will have to pay will be when each call lasts for 1 sec. ie: $96x60.
I think the question should clearly state what is the minimum possible time the customer can speak in a single call. What say, guys??
But, what if his calls last less than 1 min ? In which case, the max he will have to pay will go beyond $96. Theoretically, max he will have to pay will be when each call lasts for 1 sec. ie: $96x60.
I think the question should clearly state what is the minimum possible time the customer can speak in a single call. What say, guys??
When calls are made at a regular charge of $1.6 per minute for the entire 60 minutes, do we assume that the customer would not pay the $25 fee?airan wrote:A customer using a certain telephone calling plan pays a fee of $25 per month, and then receives a discount of 40% on the regular charge for all calls made to country A. If the calls to country A are regularly charged at $1.6 per minute for first 3 minutes and $0.8 per minute thereafter, what is the maximum the customer could have saved over regular prices if he was charged for 1 hr of calls made to country A in a certain month.
OA is [spoiler]$13.4[/spoiler]
Argh..this wording confuses me
The GMAT is indeed adaptable. Whenever I answer RC, it proficiently 'adapts' itself to mark my 'right' answer 'wrong'.