Let X1 and X2 be independent exponential random variables, parameter λ. Find the joint
density function of Y1= X1+ X2, Y2=X1/X2 ...
domain\:
\left(\frac{\left(7x^3+x\right)}{\left(8\cdot \sqrt{y+1}\right)}\right)+\ln \left(3x-y\right)
how many prime numbers are multiples of 5
y $^{4}$ = 2
find y
$b^{-9}d^{5}$ / $b^{-12}d^{7}$
how many prime numbers are miltiples of 5
(x+4)(x-2)+7x
x+y = 5, x-y = 1 find out (x^2+y^2) / xy
2720v-1320v
32 to the power of 5x+7 = 64 to the power of 2x-9
