pranab01 wrote:
sarahl wrote:
The seating chart of an airplane shown 30 rows of seats. Each row has 3 seats on each side of the center aisle, and one of the seats on each side is a window seat. The view from the window seats in 5 of the rows is obscured by the wings of the airplane. If the first person to be assigned a seat is assigned a window seat and the window seat is assigned randomly, what is the probability that the person will get a seat with an unobscured view?
(A)16
(B)13
(C)23
(D)56
(E)1718
Total seats = 30 *3 = 90
and total seat with obscured view = 5 * 3 = 15
Now total seat with unobscured view = 90 - 15 = 75
Therefore the probability that the person will get a seat with an unobscured view =
7590=56.
*** Please at the end of your question do mention the source of the question***"Each row has 3 seats on each side of the center aisle" so the total seats would be 180.
About the source...Well I downloaded a zip file in which there were several PDF files including Manhattan books and GRE Math questions. The question belongs to one of these GRE math PDFs: GRE Math
**** Set 8-1
The answer explanation is in Chinese.
P.s. The red line is in Chinese but in this site, Chinese characters are not allowed.