et p be the largest digit in your student ID nu your student ID number. Label the first rando preferred name throughout (e.g. in all expecta in (e) using the first vowel in your family na 4₁ and A₂. Let m be a 2-digit decimal number First digit, and q as the second.
et p be the largest digit in your student ID nu your student ID number. Label the first rando preferred name throughout (e.g. in all expecta in (e) using the first vowel in your family na 4₁ and A₂. Let m be a 2-digit decimal number First digit, and q as the second.
Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter6: Ratio, Proportion, And Probability
Section6.7: Probability And Odds
Problem 2C
Related questions
Question
Please answer q's c and d
Let p=6, q=7, m=0.67, let the first random variable be labelled E, and the second r.v. A.
Transcribed Image Text:Let p be the largest digit in your student ID number. Let q be the number of non-zero digits in
your student ID number. Label the first random variable below using the first vowel in your
preferred name throughout (e.g. in all expectations). Label the second (transformed) variable
Y in (e) using the first vowel in your family name. The the first vowels are the same, use, e.g.
A₁ and A₂. Let m be a 2-digit decimal number using p and q as follows: m = 0.pq, i.e. p as the
first digit, and q as the second.
e.g. a student named John Randal with ID number 300012345 would have: Р 5, q 6, m = 0.56,
would label the first random variable O, and the second A. A second student Luke Chu with ID number
300101018 would have: p = 8, q = 5, m = 0.85, would label the first random variable U₁ and the
second U₂.
A continuous random variable has cdf
0
3- {c++ 2² +2²
=
F(x)
x < 0
k(x+x²+x¹⁰) 0<x<1
x > 1
—
![(c) Sketch F(x) and indicate the value of x that satisfies F(x) = m [NB: only the basic properties
of F(x) need to be correct, i.e. upper and lower limits, monotonicity.]. What name would be
given to this value of x? You do NOT need to calculate the solution.
(d) Consider transforming the first variable using the function g(x) = q + xª. Find the cdf of
this transformed variable, and indicate how the pdf would be found. Do NOT calculate
the pdf.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff76b43b9-ccee-44f5-a918-27c1f81bc882%2F91d1c2ca-5f99-4116-a0d6-64d27694edea%2Fps6qxh_processed.png&w=3840&q=75)
Transcribed Image Text:(c) Sketch F(x) and indicate the value of x that satisfies F(x) = m [NB: only the basic properties
of F(x) need to be correct, i.e. upper and lower limits, monotonicity.]. What name would be
given to this value of x? You do NOT need to calculate the solution.
(d) Consider transforming the first variable using the function g(x) = q + xª. Find the cdf of
this transformed variable, and indicate how the pdf would be found. Do NOT calculate
the pdf.
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