Let v=excos yi+exsin yj+υ3k be the velocity of the fluid flow. For what value of v3 the fluid flow will be incompressible?
A polynomial in 'x' is divided by (x - a) and for (x - a) to be a factor of this polynomial, the remainder should be :
-a
0 ...
(2+d) (3+y)
(2+d) (3+y) d=4 k=1
∫(sec5(3x)tan5(3x))dx\int(sec^5(3x)tan^5(3x)) dx∫(sec5(3x)tan5(3x))dx
sqrt2\sqrt{sqrt{2}}sqrt2
the next odd number after e=
find the value of x
Let A and B be subsets of a universal set U.
(i) Show that
A unionB = A+B A intersection B
