R is a discrete random variable. S is another discrete random variable and is defined by S = is given that E(S) = −2 and Var(S) = 9. Part A Expectation of R Find E(R). 3R+2. It 4

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Combining Random Variables
તા
=
R is a discrete random variable. S is another discrete random variable and is defined by S
is given that E(S)
-2 and Var(S) = 9.
=
Part A Expectation of R
Find E(R).
Type your formula here
The following symbols may be useful: E, R
or click here to drag and drop your answer
Check my answer
Hint 1
Useful equations
Expectation of a random variable: E(X) = ΣxP(X = x)
Hint 2
?
Further A
C с
C
P
3R+2 It
4
Transcribed Image Text:Combining Random Variables તા = R is a discrete random variable. S is another discrete random variable and is defined by S is given that E(S) -2 and Var(S) = 9. = Part A Expectation of R Find E(R). Type your formula here The following symbols may be useful: E, R or click here to drag and drop your answer Check my answer Hint 1 Useful equations Expectation of a random variable: E(X) = ΣxP(X = x) Hint 2 ? Further A C с C P 3R+2 It 4
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