show that
summmation 1 to infinity{1/ n^ 2k} ={2^ (2k-1). B k . pi^ 2k}/(2k)!
4. What is the value of
sum - infty ^ infty 1/{ (z+n)^ 2 +a^2}?
y"-4y'+9y=t,y(0)=0,y'(0)=1, find the transfer function
Given two complex numbers z and w such that z=(1+i)w+(3-i)w^_ where w^_is the conjugate of w which of the following is w^_ in terms of z and z^_
A complex number z satisfies the equation z^2=3 +4i which of the following is true about z?
If Z=a+bi/c+di where a, b, c and d are real quantities, show that (a) if z is real then a/b=c/d and (b) if z is entirely imaginary then a/b=-d/c
If x and y are real, solve the equation
jx/1+jy=3x+4j/x+3y
It is given that
z+2i=iz+λ, (w/z)=2+2i, Imw=8
where z and w are complex numbers, and λ is a real constant. Which of the following is the value of λ?
Express z 1⁄4 e1þj=2 in the form a þ j
A complex number z satisfies the equation
z^2\:=3+4i.
Which of the following is true about z?