Latest book Aptitude Question SOLUTION: Let the roots of the equation 3x2 -(p-4)x-(2p+1)=0 be alpha and beta. find the quadratic equation whose roots are apha+2 and beta+2

Follow Quotesrain

book Question Papers:

book Select Another Category Numerical Ability Select Another Topic

Maths Puzzle

book Question Topics

Category (74)

General Ability (10)

General Knowledge(1)

HR Interview (6)

Interview(4)

Logical Reasoning (57)

Numerical Ability (21890)

Verbal Ability (5)

Spotting Errors(1)

Advertisements

Previous Question: If a and b are the roots of the equation x + 1 = tx(1-tx) and if t1 and t2 are two values of t determined from the relation a/b + b/a = r-2, show that t1sq./t2sq.+ t2sq./t1sq.+ 2 = Next Question: By solving the following quadratics deduce two rules for the sum and product of the roots of a quadratic using a, b, c. 1. x2 - 5x + 6 = 0 2. x2 = -6x + 7 3. x2 + 12x + -27 4

(#M40122284) BOOK Numerical Ability question Keep an EYE

Let the roots of the equation 3x2 -(p-4)x-(2p+1)=0 be alpha and beta. find the quadratic equation whose roots are apha+2 and beta+2: Asked In book (9 years ago); Unsolved; Is this Puzzle helpful? (0) (0) Submit Your Solution

Advertisements

Read Solution (0) :

Please Login to Read Solution.

Previous Question: If a and b are the roots of the equation x + 1 = tx(1-tx) and if t1 and t2 are two values of t determined from the relation a/b + b/a = r-2, show that t1sq./t2sq.+ t2sq./t1sq.+ 2 = Next Question: By solving the following quadratics deduce two rules for the sum and product of the roots of a quadratic using a, b, c. 1. x2 - 5x + 6 = 0 2. x2 = -6x + 7 3. x2 + 12x + -27 4

Login
Register

Sponsored Links

Advertisements

Challenger of the Day

no image

Dimple

India

Punjab

Time: 00:01:33

Points

19

Maths Quotes

Mathematics is like a rain... When we know how to solve it, We will continouosly do it.

Syawal

Common sense is the collection of prejudices acquired by age eighteen.

Albert Einstein

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

2512K+Registerd user
1759K+Engineers
753K+MBA Asprirant
3K+Enginnering College
250+Company Exam
150K+Interview Questions

All rights are reserved to @m4maths.com