In the complex z plane the set of points satisfying the equation z 2 z 2 is a A pair of

GRE Question Papers:

GRE Select Another Category Geometry Select Another Topic

Exam

GRE Question Topics

General Ability (3)

General Knowledge(3)

Logical Reasoning (12)

Numerical Ability (407)

Programming (6)

Functions(6)

Verbal Ability (46)

Advertisements

Previous Question: Let M be a 5*5 real matrix. Exactly four of the following five conditions on M are equivalent to each other. Which of the five conditions is equivalent to NONE of the other four? (A) For any two distinct column vectors u and v of M, the set {u, v} is linearly independent. (B) The homogeneous system Mx = 0 has only the trivial solution. (C) The system of equations M x = b has a unique solution for each real 5*1 column vector b. (D) The determinant of M is nonzero. (E) There exists a 5*5 real matrix N such that NM is the 5*5 identity matrix. Next Question: For which of the following rings is it possible for the product of two nonzero elements to be zero? (A) The ring of complex numbers (B) The ring of integers modulo 11 (C) The ring of continuous real-valued functions on [0, 1] (D) The ring {a + b Sqrt 2 : a and b are rational numbers} (E) The ring of polynomials in x with real coefficients

(#M40151764) GRE Numerical Ability question Complex z-plane Keep an EYE

In the complex z-plane, the set of points satisfying the equation z^2 = |z|^2 is a
(A) pair of points
(B) circle
(C) half-line
(D) line
(E) union of infinitely many different lines: Asked In GRE Aashu (9 years ago); Unsolved; Is this Puzzle helpful? (2) (0) Submit Your Solution Geometry

Dimple

India

Punjab

Time: 00:01:33

Points

Maths Quotes

"Mathematics is just a game of greatest fun so every one should play it "

Jass

Mathematics is KING of ARTS and QUEEN of SCIENCE...

My_Teacher

Placed User Comments

M4Math helped me a lot.

Vipul Chavan 3 years ago

Thanks m4 maths for helping to get placed in several companies.
I must recommend this website for placement preparations.

yash mittal 4 years ago

Latest GRE Aptitude Question SOLUTION: In the complex z-plane, the set of points satisfying the equation z^2 = |z|^2 is a (A) pair of points (B) circle (C) half-line (D) line (E) union of infinitely many different l

GRE Question Papers:

Exam

GRE Question Topics

General Ability (3)

Logical Reasoning (12)

Numerical Ability (407)

Programming (6)

Verbal Ability (46)

(#M40151764) GRE Numerical Ability question Complex z-plane Keep an EYE

In the complex z-plane, the set of points satisfying the equation z^2 = |z|^2 is a
(A) pair of points
(B) circle
(C) half-line
(D) line
(E) union of infinitely many different lines

Sponsored Links

Challenger of the Day

Maths Quotes

Placed User Comments

Site Links

Useful Info

Placement papers

Latest GRE Aptitude Question SOLUTION: In the complex z-plane, the set of points satisfying the equation z^2 = |z|^2 is a (A) pair of points (B) circle (C) half-line (D) line (E) union of infinitely many different l

GRE Question Papers:

Exam

GRE Question Topics

General Ability (3)

Logical Reasoning (12)

Numerical Ability (407)

Programming (6)

Verbal Ability (46)

(#M40151764) GRE Numerical Ability question Complex z-plane Keep an EYE

In the complex z-plane, the set of points satisfying the equation z^2 = |z|^2 is a (A) pair of points (B) circle (C) half-line (D) line (E) union of infinitely many different lines

Sponsored Links

Challenger of the Day

Maths Quotes

Placed User Comments

Site Links

Useful Info

Placement papers

In the complex z-plane, the set of points satisfying the equation z^2 = |z|^2 is a
(A) pair of points
(B) circle
(C) half-line
(D) line
(E) union of infinitely many different lines