BTn aContinvoVS unitormnn from -3 to 47What is the probabilitydistribuctiOof anumber between5 and 10What Kind of Distribution is it sUniforna ContinuousAnsHKW= IH_YG41-35047-(-3)btal lenath1150otal lenath hatbut 4ne area of the box hasts not zero isProblenn area nder curvearca aboT the raaeLXH acontuuaus andiotoibuh1 non-3 to 40what s ehopao aLetweon sand 10?LonnWand o DuVnifor naie loos aike aome-Hhing rat isaun reupGack uptohunHelrHAaagaes47tengtet4747-(-3)= SO4713 505Aotal lengtnhat do nsttotal Cengtxhas to llealPAut anea unden cunNehaea aho tno nanrLxH

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Asked Oct 21, 2019
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It’s the same problem use words to explain pleas

B
Tn aContinvoVS unitorm
nn from -3 to 47
What is the probability
distribuctiO
of a
number between
5 and 10
What Kind of Distribution is it s
Uniforna Continuous
Ans
HKW= I
H_YG
41
-3
50
47-(-3)
btal lenath
11
50
otal lenath hat
but 4ne area of the box has
ts not zero is
Problenn area nder curve
arca aboT the raae
LXH
help_outline

Image Transcriptionclose

B Tn aContinvoVS unitorm nn from -3 to 47 What is the probability distribuctiO of a number between 5 and 10 What Kind of Distribution is it s Uniforna Continuous Ans HKW= I H_YG 41 -3 50 47-(-3) btal lenath 11 50 otal lenath hat but 4ne area of the box has ts not zero is Problenn area nder curve arca aboT the raae LXH

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acontuuaus an
diotoibuh1 non-3 to 40
what s ehopao a
Letweon sand 10?
Lonn
Wand o Du
Vnifor na
ie loos aike aome-
Hhing rat is
aun re
up
Gack up
to
hun
Helr
HAaagaes
47
tengtet
47
47-(-3)= SO
4713 50
5
Aotal lengtn
hat do nst
total Cengt
xhas to lleal
PAut anea unden cunNe
haea aho tno nanr
LxH
help_outline

Image Transcriptionclose

acontuuaus an diotoibuh1 non-3 to 40 what s ehopao a Letweon sand 10? Lonn Wand o Du Vnifor na ie loos aike aome- Hhing rat is aun re up Gack up to hun Helr HAaagaes 47 tengtet 47 47-(-3)= SO 4713 50 5 Aotal lengtn hat do nst total Cengt xhas to lleal PAut anea unden cunNe haea aho tno nanr LxH

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Expert Answer

Step 1

Continuous uniform distribution:

A random variable X is said to have the rectangular distribution or the continuous distribution with parameters (a, b), if a and b are the minimum and maximum possible values of X respectively, such that the probabilities of getting X in all equal intervals within (a, b) are equal. The probability density function (PDF) of the uniformly distributed random variable with parameters (a, b) is:

1
a xb
f(x)b-a
otherwise.
|0,
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1 a xb f(x)b-a otherwise. |0,

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Step 2

The distribution in this case:

Here, the random variable X is uniformly distributed between –3 and 47.

Thus,...

1
-3x 47
f(x)47(-3)
otherwise
0,
That is,
1
-3xs 47
f(x)50
0, otherwise
help_outline

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1 -3x 47 f(x)47(-3) otherwise 0, That is, 1 -3xs 47 f(x)50 0, otherwise

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