Latest exam Aptitude Question SOLUTION: Solve the following algebraic equations graphically on graph paper. Graph y = 5x - 2 Graph 3x - 1 = 5x - y Graph y = |x| + 3 Graph x + 2 = 2x - 1

Follow Quotesrain

exam Question Papers:

exam Select Another Category Numerical Ability Select Another Topic

Maths Puzzle

exam Question Topics

Category (66)

General Ability (20)

General Knowledge(6)

HR Interview (5)

Interview(3)

Logical Reasoning (56)

Numerical Ability (85560)

Programming (1)

Verbal Ability (5)

Advertisements

Previous Question: directions: write a rational number in simplest form for decimal expansion. my decimal expansion is 1.290 with a line over 90 to make it repeating. my fraction was 71/55. am i correct? Next Question: The best base to determine the solution to 2^2x + 1 = 4^x is: @ Since 4 is a multiple power of 2, 2 is the best base. a. b = 10 b. b = 2 c. b = e d. None of the above, there is no solution to the problem

(#M40139776) EXAM Numerical Ability question Keep an EYE

Solve the following algebraic equations graphically on graph paper.

Graph y = 5x - 2
Graph 3x - 1 = 5x - y
Graph y = |x| + 3
Graph x + 2 = 2x - 1: Asked In exam (9 years ago); Unsolved; Is this Puzzle helpful? (0) (0) Submit Your Solution

Advertisements

Read Solution (0) :

Please Login to Read Solution.

Previous Question: directions: write a rational number in simplest form for decimal expansion. my decimal expansion is 1.290 with a line over 90 to make it repeating. my fraction was 71/55. am i correct? Next Question: The best base to determine the solution to 2^2x + 1 = 4^x is: @ Since 4 is a multiple power of 2, 2 is the best base. a. b = 10 b. b = 2 c. b = e d. None of the above, there is no solution to the problem

Login
Register

Sponsored Links

Advertisements

Challenger of the Day

no image

Dimple

India

Punjab

Time: 00:01:33

Points

19

Maths Quotes

EVERY IDIOT CALLS A MATHEMATICIAN A IDIOT BECAUSE THEY CAN'T MEASURE THEIR INTELLIGENCE.

Jayanth Eric

As for everything else, so for a mathematical theory: beauty can be perceived but not explained.

Arthur Cayley

Placed User Comments

M4Math helped me a lot.

Vipul Chavan 4 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

2524K+Registerd user
1767K+Engineers
757K+MBA Asprirant
3K+Enginnering College
250+Company Exam
150K+Interview Questions

All rights are reserved to @m4maths.com