Let f(x)=√ ( x ). Compute the difference quotient for f(x) at a=29 with h=25?
Let f(x)=√ ( x ). Compute the difference quotient for f(x) at a=29 with h=25
The difference quotient is =
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Let f(x)=√ ( x ). Compute the difference quotient for f(x) at a=29 with h=25
The difference quotient is =
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What is the relationship between a, h and f(x)? Without that information, an answer cannot be provided.
.................x y = FX(X) = ? f(x) dx , the position f(x) is the pdf .................0 F(a million)=a million F(0)=0 F(ok)=ok , ok lies between 0 and a million If (x) were uniform, an similar homes carry. hence, FX(X) has a uniform distribution.