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Problem 6.1.5 Problem 6.2.2

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Page 1: Problem 6.1 - netsys.kaist.ac.krnetsys.kaist.ac.kr/lecture/EE210_2017/assignment/HW3sol.pdf · Therefore the CDF of Y is Fy(y) b— a a (3) (4) By differentiating with respect to

Problem 6.1.5

Problem 6.2.2

Page 2: Problem 6.1 - netsys.kaist.ac.krnetsys.kaist.ac.kr/lecture/EE210_2017/assignment/HW3sol.pdf · Therefore the CDF of Y is Fy(y) b— a a (3) (4) By differentiating with respect to

Problem 6.2.5

Problem 6.2.11

Page 3: Problem 6.1 - netsys.kaist.ac.krnetsys.kaist.ac.kr/lecture/EE210_2017/assignment/HW3sol.pdf · Therefore the CDF of Y is Fy(y) b— a a (3) (4) By differentiating with respect to

Problem 6.3.10

Problem 6.4.3

Page 4: Problem 6.1 - netsys.kaist.ac.krnetsys.kaist.ac.kr/lecture/EE210_2017/assignment/HW3sol.pdf · Therefore the CDF of Y is Fy(y) b— a a (3) (4) By differentiating with respect to
Page 5: Problem 6.1 - netsys.kaist.ac.krnetsys.kaist.ac.kr/lecture/EE210_2017/assignment/HW3sol.pdf · Therefore the CDF of Y is Fy(y) b— a a (3) (4) By differentiating with respect to

Problem 7.1.2

Page 6: Problem 6.1 - netsys.kaist.ac.krnetsys.kaist.ac.kr/lecture/EE210_2017/assignment/HW3sol.pdf · Therefore the CDF of Y is Fy(y) b— a a (3) (4) By differentiating with respect to

Problem 7.2.10

Page 7: Problem 6.1 - netsys.kaist.ac.krnetsys.kaist.ac.kr/lecture/EE210_2017/assignment/HW3sol.pdf · Therefore the CDF of Y is Fy(y) b— a a (3) (4) By differentiating with respect to

Problem 7.3.5

Page 8: Problem 6.1 - netsys.kaist.ac.krnetsys.kaist.ac.kr/lecture/EE210_2017/assignment/HW3sol.pdf · Therefore the CDF of Y is Fy(y) b— a a (3) (4) By differentiating with respect to

Problem 7.4.4

Problem 7.5.1

Page 9: Problem 6.1 - netsys.kaist.ac.krnetsys.kaist.ac.kr/lecture/EE210_2017/assignment/HW3sol.pdf · Therefore the CDF of Y is Fy(y) b— a a (3) (4) By differentiating with respect to

Problem 7.6.2