what is (a+b+c)whole square
sir how to solve quadratic inequalities by wavy curve method
Q Find the square root of the complex number 5 -12i.
( 1/1+2w)+(1/2+w)-(1/1+w)=o proof,where w represents omega
prove that
cosA +cosB +cosC +cos(A+B+C) = 4cos((A+B) / 2)cos((B+C) / 2)cos((C+A) / 2)
express i-39 (iota raised to the power minus 39) in the form of a+ib
Find the modulus and argument of 1 + 2 i / 1 - 3 i ???
if the ratio of the roots of the equation x2+px+q=0 is equal to the ratio of the roots of the equation x2+lx+m=0, prove that mp2=ql2
Express in polar form 1 + 2i/1-3i
If (x+iy)^1/3 =(a+ib),prove that (x/a+y/b)=4(a^2-b^2)?
find sqrt(1-i)
If |z|=5, then the points representing the complex number (3z'+4)z lie on
1) Circle 2) Ellipse
3) Straight line 4) Ray
if alpha and beta are 2 different complex numbers with |beta| = 1, then find |beta-alpha/1-bar alpha*beta|
if z=4+3i then find modulus and multiplication inverse of z
If z =(x+iy) and w =( 1 - iz) / (z - 1) such that | w | = 1 then show that z is purely real .
if (x+iy)3 = u+iv, then show that u/x +v/y = 4(x2 - y2)
(1). Express in the form of A + iB : (alpha + ibeta)x+iy (2). Find all the real values of (1 + i tan alpha)1 + i tan beta
if z is a complex number and |z|=1 then prove that z-1/z+1 is a purely imaginary number
if the roots of the eq. x2+px +q=0are tan 30 and tan 15 then find the value of2=p-q is
find the value of x and y if (1+i)x-2i/3+i + (2-3i)y+i/3-i =i
what is (a+b+c)whole square
sir how to solve quadratic inequalities by wavy curve method
(a+bw+cw2)/(b+cw+aw2) +(a+bw+cw2)/(c+aw+w2) is,
1). 1
2). -1
3). 2
4). -2
where, w represents omega.
Q Find the square root of the complex number 5 -12i.
( 1/1+2w)+(1/2+w)-(1/1+w)=o proof,where w represents omega
prove that
cosA +cosB +cosC +cos(A+B+C) = 4cos((A+B) / 2)cos((B+C) / 2)cos((C+A) / 2)
express i-39 (iota raised to the power minus 39) in the form of a+ib
Find the modulus and argument of 1 + 2 i / 1 - 3 i ???
if the ratio of the roots of the equation x2+px+q=0 is equal to the ratio of the roots of the equation x2+lx+m=0, prove that mp2=ql2
Express in polar form 1 + 2i/1-3i
If (x+iy)^1/3 =(a+ib),prove that (x/a+y/b)=4(a^2-b^2)?
find sqrt(1-i)
If |z|=5, then the points representing the complex number (3z'+4)z lie on
1) Circle 2) Ellipse
3) Straight line 4) Ray
if alpha and beta are 2 different complex numbers with |beta| = 1, then find |beta-alpha/1-bar alpha*beta|
if z=4+3i then find modulus and multiplication inverse of z
If z =(x+iy) and w =( 1 - iz) / (z - 1) such that | w | = 1 then show that z is purely real .
if (x+iy)3 = u+iv, then show that u/x +v/y = 4(x2 - y2)
(1). Express in the form of A + iB :
(alpha + ibeta)x+iy
(2). Find all the real values of (1 + i tan alpha)1 + i tan beta
if z is a complex number and |z|=1 then prove that z-1/z+1 is a purely imaginary number
if the roots of the eq. x2+px +q=0are tan 30 and tan 15 then find the value of2=p-q is
find the value of x and y if (1+i)x-2i/3+i + (2-3i)y+i/3-i =i