The time it takes for a student to finish an aptitude test (in hours) has a density function of the form Sc(x-1)(2– x) if1

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The time it takes for a student to finish an aptitude test (in hours) has a density function
of the form
Sc(x-1)(2– x) if1<x< 2
f(x) =
elsewhere.
a) Determine the constant c.
b) Calculate the distribution function of the time it takes for a randomly selected
student to finish the aptitude test.
c) What is the probability that a student will finish the aptitude test in less than 75
1
minutes? Between 1- and 2 hours?
d) Find the mode.
Transcribed Image Text:The time it takes for a student to finish an aptitude test (in hours) has a density function of the form Sc(x-1)(2– x) if1<x< 2 f(x) = elsewhere. a) Determine the constant c. b) Calculate the distribution function of the time it takes for a randomly selected student to finish the aptitude test. c) What is the probability that a student will finish the aptitude test in less than 75 1 minutes? Between 1- and 2 hours? d) Find the mode.
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