Give any two complex numbers lie along the angle bisector of the line L1 : z= (1+ 3r) + i(1+4r) L2 : z =(1+3s) + i(1-4s) find any two points on the angle bisector...

Give any two complex numbers lie along the angle bisector of the line L1 : z= (1+ 3r) + i(1+4r) L2 : z =(1+3s) + i(1-4s) find any two points on the angle bisector...

(x+yi)4=-7-24I Find x and y In complex numbers

if Z1 , Z2 , Z3, Z4 are roots of equation z4 + z3 + z2 + z + 1 = 0 then what is the sum of all the fourth and fifth power of roots ?

If 1,w and w2 are the three cube roots of unity and a,b and c are the cube roots of p,q (<0),then for any x,y and z,the expression {(xa + yb + zc)รท(xb + yc + za)} is equal to ?...

Square root of this complex number

Complex number. Pllease sir do it in a very .easy school grade (11) ones

As omega ina comex number. In a simple way for school grade student

Complex cube roots of complex numbers

Complex numbers in polar form

This question is from complex numbers.

Solve the inequality. Express the answer using interval notation.

I know the usual binomial theorem method but i wanted to know some easier method

i need help. i need help. i need help. i need help.

calculate answer to the nearest hundredth foot.

write (1+i)^13 in a+bi form where b and a are real numbers

find all real solutions.

(a) Find an inequality involving absolute values that describes the range of possible thickness for the laminate. (Use h for the thickness.) (b) Solve the inequality that...

there should be 3 answers length, height, and width

If f(z) = y + ln x + i (x/ y) .what is the domain of f and On what part of the complex plain the function is differentiable? where z=x+iy

Find the symmetric points of 'a' with respect to thelines which bisect the angles between the coordinate axes.

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