Evaluating probability density functions for a random variable x
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How do I go about finding (0.2,0.3] because the interval is not inclusive. Also is my solution for ii) correct?
Thank you again! New at these types of problems and trying my very best 
probability density-function
asked Nov 13 at 16:24
Lil
95932239
add a comment |
up vote
0
down vote
favorite
How do I go about finding (0.2,0.3] because the interval is not inclusive. Also is my solution for ii) correct?
Thank you again! New at these types of problems and trying my very best
probability density-function
asked Nov 13 at 16:24
Lil
95932239
1
You will still just integrate from .02 to .03, it does not matter if the interval is closed or open
– gd1035
Nov 13 at 16:27
add a comment |
up vote
0
down vote
favorite
up vote
0
down vote
favorite
How do I go about finding (0.2,0.3] because the interval is not inclusive. Also is my solution for ii) correct?
Thank you again! New at these types of problems and trying my very best
probability density-function
asked Nov 13 at 16:24
Lil
95932239
How do I go about finding (0.2,0.3] because the interval is not inclusive. Also is my solution for ii) correct?
Thank you again! New at these types of problems and trying my very best
probability density-function
probability density-function
asked Nov 13 at 16:24
Lil
95932239
asked Nov 13 at 16:24
Lil
95932239
asked Nov 13 at 16:24
Lil
95932239
asked Nov 13 at 16:24
Lil
95932239
asked Nov 13 at 16:24
Lil
95932239
95932239
1
You will still just integrate from .02 to .03, it does not matter if the interval is closed or open
– gd1035
Nov 13 at 16:27
add a comment |
1
You will still just integrate from .02 to .03, it does not matter if the interval is closed or open
– gd1035
Nov 13 at 16:27
1
1
You will still just integrate from .02 to .03, it does not matter if the interval is closed or open
– gd1035
Nov 13 at 16:27
You will still just integrate from .02 to .03, it does not matter if the interval is closed or open
– gd1035
Nov 13 at 16:27
add a comment |
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You will still just integrate from .02 to .03, it does not matter if the interval is closed or open
– gd1035
Nov 13 at 16:27