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08 Dec 2018, 08:55
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Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
25%
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Question Stats:
80% (01:49) correct
20%
(01:50)
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based on 1601
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The price of a model M camera is $209 and the price of a special lens is $69. When the camera and lens are purchased together, the price is $239. The amount saved by purchasing the camera and lens together is approximately what percent of the total price of the camera and lens when purchased separately?
(A) 14%
(B) 16%
(C) 29%
(D) 33%
(E) 86%
(A) 14%
(B) 16%
(C) 29%
(D) 33%
(E) 86%
08 Dec 2018, 09:41
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HKD1710
The price of a model M camera is $209 and the price of a special lens is $69. When the camera and lens are purchased together, the price is $239. The amount saved by purchasing the camera and lens together is approximately what percent of the total price of the camera and lens when purchased separately?
(A) 14%
(B) 16%
(C) 29%
(D) 33%
(E) 86%
Total cost of Camera and lens when purchased separately = $278(A) 14%
(B) 16%
(C) 29%
(D) 33%
(E) 86%
Total cost of Camera and lens when purchased Together = $239
Saving = 278-239 = 39
Saving as a percent of Total separate cost = \(\frac{39}{278}\)*100 ; 39 * 7 = 273
so it is approx \(\frac{1}{7}\)*100 ~14%
A
tapasgupta
GMAT 1: 550 Q44 V23
Posts: 117
09 Dec 2018, 00:38
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Total price of the camera and lens when purchased separately = 209$ + 69$ = 278$
Total price when purchased together = 239$
Amount saved = 278$ - 239$ = 39$
Percentage of amount saved to total = Difference in the amount/original amount *100
= 39/278*100
= ~14%
Correct Answer = A
Total price when purchased together = 239$
Amount saved = 278$ - 239$ = 39$
Percentage of amount saved to total = Difference in the amount/original amount *100
= 39/278*100
= ~14%
Correct Answer = A
