SOLVE STEP BY STEP IN DIGITAL FORMAT The random variable X denotes telephone service time in minutes in a call center. Its density function is given by f(x) = kx²e-x/2 for x>0. Find a) The constant k that makes f(x) function of probability density b) The coefficient of variation of X defined as σ μ CV=-

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SOLVE STEP BY STEP IN DIGITAL FORMAT
The random variable X denotes telephone service time in minutes in a call center. Its density function is given by
f(x) = kx²e-x/2
for x>0. Find
a) The constant k that makes f(x) function of probability density
b) The coefficient of variation of X defined as
CV =
0
μl
I
!
"
"
; :
7.
=
33
0000
KKK
Transcribed Image Text:JOZ F MNLSRUAVH9WXY8AVE 3 IOUN 10 Ï b blb w y LYWwb bbl blb lb O O HA a AAAAAAAAHHAAллMMOO AASS 3K 3K 4 AA 5 5 TTYYTĮ 4 4 6 6 Y FSAA aa |AO|ao|AJ| aAaAaAa HhB3 & 4 4 4 4 H€ • € и A 7 3 F 3 ( ( 4 4 SOLVE STEP BY STEP IN DIGITAL FORMAT The random variable X denotes telephone service time in minutes in a call center. Its density function is given by f(x) = kx²e-x/2 for x>0. Find a) The constant k that makes f(x) function of probability density b) The coefficient of variation of X defined as CV = 0 μl I ! " " ; : 7. = 33 0000 KKK
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