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無年度 - 主題課程_理工學院機率論：單一隨機變數#107935
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題組內容
(40%) Let X be a random variable with the following probability density function:
(a) (10%) Find the constant c.
其他申論題
a) (5%) Find the pdf of Y = aX+ b, where a ≠ 0 and b are real numbers.
#462740
b) (5%) Find the pdf of Z = |X].
#462741
a) (5%) Find the pdf of Y = aX + b, where a≠ 0 and b are real numbers.
#462742
b) (5%) Find the pdf of Z = |X|.
#462743
(b) (10%) Find the probability P(IX| ＞ ข) for some positive number ข.
#462745
(c) (10%) Let Y = 2X + 1. Find the probability density function of Y.
#462746
(d) (10%) Let Y = 2X + 1, Find the cumulative distribution function of Y.
#462747
A.吳郭魚________
#462748
B.海 鱺________
#462749
C.黃錫鯛________
#462750
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