Question

Compute the 3rd roots of z=1 Compute the square roots of z=-32+32sqrt(3)i

Compute the 3rd roots of z=1


Compute the square roots of z=-32+32sqrt(3)i

Homework Answers

Answer #1

PLEASE UPVOTE!
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Find two distinct square roots of i.
Find two distinct square roots of i.
1). Consider the quadratic equation x^2+ 100 x + 1 = 0 (i) Compute approximate roots...
1). Consider the quadratic equation x^2+ 100 x + 1 = 0 (i) Compute approximate roots by solving x^2 -100 x = 0 (ii) Use the quadratic formula to compute the roots of equation (iii) Repeat the computation of the roots but use 3 digit precision.
find the 2 square roots of 3 - 8j
find the 2 square roots of 3 - 8j
1. a) Express z = −i−sqrt(3) in the form r cis θ, where θ= Argz, and...
1. a) Express z = −i−sqrt(3) in the form r cis θ, where θ= Argz, and then use de Moivre’s theorem to find the two square roots of −4i. b) Consider: i) p(z)=iz^2+z^3+2iz−2z^2+2z. Given that z=2−2i is a zero of this polynomial, find all of its zeros. ii) p(z)=z^3−2z^2+9z−18. Factorise into linear factors.
Notes 2.5 1 is a square (mod 35). Two of its square roots are 1 and...
Notes 2.5 1 is a square (mod 35). Two of its square roots are 1 and (‐1 ≡ 34 (mod 35)). What are the other two? Notes 2.6 Consider all the possible sets of two square roots s, t of 1 (mod 35) where s ≢ t (mod 35) (there are six of them, since addition is commutative (mod 35). For all possible combinations, compute gcd(s + t, 35). Which combinations give you a single prime factor of 35? Notes...
compute the roots of the equation 4x^3+5x^2-8x+3
compute the roots of the equation 4x^3+5x^2-8x+3
Find a polynomial in R[x] of minimum degree which has roots 3, i+1 and -3i.
Find a polynomial in R[x] of minimum degree which has roots 3, i+1 and -3i.
Let f ∈ Z[x] be a nonconstant polynomial with the property that all the roots (in...
Let f ∈ Z[x] be a nonconstant polynomial with the property that all the roots (in comlex plane) for the equation f(x) = 0 are distinct. Prove that there exist infinitely many positive integers n such that f(n) is not a perfect square.
Complex Analysis: Use Rouche's Theorem and Argument Principle to determine the number of roots of p(z)=z^4-2z^3+13z^2-2z+36...
Complex Analysis: Use Rouche's Theorem and Argument Principle to determine the number of roots of p(z)=z^4-2z^3+13z^2-2z+36 which lie in each quadrant of the plane. (Hint: Consider |z|=5 and |z|=1)
1a) i) Find the real and imaginary part of: 1/(-4-4i)^6 ii) Find the fifth roots of...
1a) i) Find the real and imaginary part of: 1/(-4-4i)^6 ii) Find the fifth roots of 32i principle argument. iii) Find the principle argument of z=cis(13Pi/6) z=-cis(3Pi/4)
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT