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Mathematics
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Statistics problem
Let T1,T2 be random times for a company to complete 2 steps in a certain process. Say T1 and T2 are measured in days and they have the joint pdf that is uniform over the space 1
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this is a double integral
\(f_X(x) = \dfrac{1}{10-1}=\dfrac{1}{9}\) \(f_Y(y)=\dfrac{1}{6-2}=\dfrac{1}{4}\)
But I don't know how to use t1+2t2 < 14
lets first draw the space
but it is wrong, the answer is 1/10. Please, check
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@ganeshie8 help me, please
im getting below region with the given inequalities http://prntscr.com/58yox0
vertical : t1 horizontal : t2
You mean the bigger one is the area we need to find?
take the ratio of small to big
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Let me redo it. :)
okike
I got it. I know what is my mistake, thanks a lot
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