The continuous random variable X is said to have a triangular distribution with midpoint a = 7.4 if a <0 0 < x 2a с the density function takes the form f(x) = Compute E(X) (you will need to work out the constant c first). Give your computed expected value accurate to 4 decimal places. Answer: Check

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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The continuous random variable X is said to have a triangular distribution with midpoint a = 7.4 if
te
x <0
of
0 <x < a
the density function takes the form f(x):
c (2a
– x) a < a < 2a
x > 2a
Compute E(X) (you will need to work out the constant c first).
Give your computed expected value accurate to 4 decimal places.
Answer:
Check
vides
19
9 Type here to search
hp
CI
ins
f12
f9
f8
144
f7
f6
f5
f4
Transcribed Image Text:The continuous random variable X is said to have a triangular distribution with midpoint a = 7.4 if te x <0 of 0 <x < a the density function takes the form f(x): c (2a – x) a < a < 2a x > 2a Compute E(X) (you will need to work out the constant c first). Give your computed expected value accurate to 4 decimal places. Answer: Check vides 19 9 Type here to search hp CI ins f12 f9 f8 144 f7 f6 f5 f4
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