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A raft, 9 m × 27 m, is founded at a depth of 3 m in sand with a value of N = 25 up to great depth.
Verify the total load which the raft can support. If the raft is designed as a floating foundation, what will be the load it can support?
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Find the Cumulative Distribution Function: Find the cdf of Y = Z 2 where Z - N (0,l) Solution: F(y)= P(Y ≤ y) = p(z 2 ≤y) = P(-√y≤ √z≤√y) = ?(√y)- ?(-√y) = ?(√y)
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