A fire drill will begin at a randomly-chosen time between 8:30 a.m. and 3:30 p.m. You have a math test planned for 2:05 p.m. to 3:00 p.m. If the fire drill is in the afternoon, what is the probability that it will start during the test?
Event A : firedrill to start in afternoon Event B : firedrill to start during test
P(B | A) = 25minutes /(3*60+30)minutes = 25/210 = 5/42
any ideas how my book got 11/42
okay, ur textbook is correct again. i made a mistake
mistake in counting # of minutes the test takes :/
how many minutes are there between : 2:05 p.m. to 3:00 p.m ?
55
yes, and how many minutes are there between "afternoon" and "3:30" ?
btw, noon = 12:00
12 to 3:30 that 3 and half hours right ?
210
yes, so probability for the drill to occur during test, given that drill occured after noon :- P(B | A) = 55/210
simplify
oh ok that makes more sense now
ty @ganeshie8
np :)
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