11 Assume the GPAS of high school students, X, follows a continuous uniform on the domain 1 < x< 4. A high school tries to motivate students to perform better by offering a cash 'reward' for a student's semester GP. The amount of the 'reward', Y, is determined by y = 10*sqrt(x). What is the distribution of Y? For the instructor, this was question 10. X (10/3)* sqrt(y) for 10 < y < 20 X y/50 for 10 < y < 20 V y/150 for 10 < y< 20 X y2/300 for 10 < y< 20 O X cannot be determined

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11 Assume the GPAS of high school students, X, follows a continuous uniform on the domain 1 <x < 4.
A high school tries to motivate students to perform better by offering a cash 'reward' for a student's semester GPA.
The amount of the 'reward', Y, is determined by y = 10*sqrt(x).
What is the distribution of Y?
For the instructor, this was question 10.
X (10/3)* sqrt(y) for 10 < y < 20
X y/50 for 10 < y < 20
V y/150 for 10 < y < 20
X y2/300 for 10 < y < 20
X cannot be determined
Transcribed Image Text:11 Assume the GPAS of high school students, X, follows a continuous uniform on the domain 1 <x < 4. A high school tries to motivate students to perform better by offering a cash 'reward' for a student's semester GPA. The amount of the 'reward', Y, is determined by y = 10*sqrt(x). What is the distribution of Y? For the instructor, this was question 10. X (10/3)* sqrt(y) for 10 < y < 20 X y/50 for 10 < y < 20 V y/150 for 10 < y < 20 X y2/300 for 10 < y < 20 X cannot be determined
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