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16 Oct 2016, 03:03
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C
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
5%
(low)
Question Stats:
83% (01:03) correct
17%
(01:25)
wrong
based on 412
sessions
History
Date
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A fast food company plans to build 4 new restaurants. If there are 12 sites that satisfy the company's criteria for location of new restaurant, in how many different ways can company select the 4 sites needed for the new restaurant if the order of selection doesn't matter.
A. 48
B. 288
C. 495
D. 990
E. 11880
A. 48
B. 288
C. 495
D. 990
E. 11880
16 Oct 2016, 03:13
Kudos
Bookmarks
Bunuel
A fast food company plans to build 4 new restaurants. If there are 12 sites that satisfy the company's criteria for location of new restaurant,in how many different ways can company select the 4 sites needed for the new restaurant if the order of selection doesn't matter.
A. 48
B. 288
C. 495
D. 990
E. 11880
A. 48
B. 288
C. 495
D. 990
E. 11880
\(12C4 = 495\)
Answer will be (C) 495
16 Oct 2016, 03:23
Kudos
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Bunuel
A fast food company plans to build 4 new restaurants. If there are 12 sites that satisfy the company's criteria for location of new restaurant, in how many different ways can company select the 4 sites needed for the new restaurant if the order of selection doesn't matter.
A. 48
B. 288
C. 495
D. 990
E. 11880
A. 48
B. 288
C. 495
D. 990
E. 11880
I think the answer is C. It's a combinatorics problem, since the order of the selection does not matter. Therefore 4 sites can be selected from the 12 sites available in \(\frac{12*11*10*9}{1*2*3*4}\), or 495 different ways.
