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what Y turns out to be and we have again |
the same two possibilities Y could be |
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the same two possibilities Y could be |
align:start position:0% |
the same two possibilities Y could be |
equal to 1 or Y could be equal to 2 and |
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equal to 1 or Y could be equal to 2 and |
align:start position:0% |
equal to 1 or Y could be equal to 2 and |
these possibilities happen with equal |
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these possibilities happen with equal |
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these possibilities happen with equal |
probabilities if Y is equal to 1 |
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probabilities if Y is equal to 1 |
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probabilities if Y is equal to 1 |
conditional on that event X has a |
align:start position:0% |
conditional on that event X has a |
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conditional on that event X has a |
uniform PDF on this range on an interval |
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uniform PDF on this range on an interval |
align:start position:0% |
uniform PDF on this range on an interval |
of length 1 and we know that the |
align:start position:0% |
of length 1 and we know that the |
align:start position:0% |
of length 1 and we know that the |
variance of a uniform PDF on an interval |
align:start position:0% |
variance of a uniform PDF on an interval |
align:start position:0% |
variance of a uniform PDF on an interval |
of length 1 is 1 over 12 if on the other |
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of length 1 is 1 over 12 if on the other |
align:start position:0% |
of length 1 is 1 over 12 if on the other |
hand Y takes the value of 2 then X is a |
align:start position:0% |
hand Y takes the value of 2 then X is a |
align:start position:0% |
hand Y takes the value of 2 then X is a |
uniform random variable on an interval |
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uniform random variable on an interval |
align:start position:0% |
uniform random variable on an interval |
of length 2 and the variance in this |
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of length 2 and the variance in this |
align:start position:0% |
of length 2 and the variance in this |
case is 2 squared where these two stands |
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