(3+i)/(2-i) Multiply (a+bi) = 1 in the equation above a and b are constants .if i =√-1 what is the value of a ?

(3+i)/(2-i) Multiply (a+bi) = 1 in the equation above a and b are constants .if i =√-1 what is the value of a ?

what are values of P such that P+1⁄P < 1

Class 11 chapter name- complex numbers

Please show step by step.

Ans: 2^(1/3).e^(−jπ/2), 2^(1/3). e^(jπ/6), 2^(1/3). e^(j5/π) Please show step by step.

Ans: (√5)/25,−2.035 Please show step by step

The answer in the book is −11π/12. Please show step by step.

The answer on the book is 7/5 + i 4/5. However, I couldn't solve it. Please show step by step.

whats the sum of the square root of -2 and the square root of -18

Show all work

(1+w)7 = A+Bw

Nba basketball legend Michael Jordan had a 48in. vertical leap. suppose that Michael jumped from ground level with an initial velocity of 16ft/sec. Michaels height h (in feet) at a time t seconds...

Around 0? And what is the radius of convergence? (And the domain of the function?)

what is the most significant way of finding the cube root of a complex number?

Struggling with this question.

have to find x and y values. Being i an imaginary number

Which of the following is a solution to the equation z3 = (1 + √3i) ? (A) 21/3[cos(23π/18) + i sin(23π/18)] (B) 21/3[cos(8π/9) + i sin(8π/9)] (C) 21/3[cos(17π/18) + i sin(17π/18)...

∑ ( 1/( (5i)^n + n) )

Let z1 and z2 be two complex numbers such that (z1-2z2)/(2-z1*conjug(z2)) is unimodular. If z2 is not unimodular, then find |z1|

part1. Let z=rcisθ where 0<θ<pi. show that Arg(z^2)=2θ. part2. sketch the region defined by {z: Arg(z^2)>pi/2} in the answers it shows region pi/4 to pi/2 and region 5pi/8...

James P.

PhD in Physics-Specialized tutoring in Physics, Math, and Engineering

Havertown, PA

5.0
(1405 ratings)

Nikunj P.

Math and Science Specialist, Over 15 Years of Educational Experience

Eastchester, NY

4.9
(232 ratings)