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Two coins are tossed.let H be the the number of tails that occur.determine the values of the random variable H


Find the complete integral of p - 3 x² = q² - y


Find all the units in J[i]

Prove that if f and g are Riemann integrable on [a, b], then f · g and f + g are Riemann integrable on [a, b].


Prove that a subset of a set of measure zero has measure zero.


Show that the union of two sets, each of measure zero, has measure zero


Let fn(x)= nx/(1+nx) is not uniformly convergent on [0,1]

Let fn(x)= x^n is not uniformly continuous on [0,1] but is uniformly continuous on [0,k]

Find the fourier integral for f(x)= C |x|<=1 and f(x)= 0 |x|> 1 we here C is constant


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