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Module 2 | Part 10 | Of Polynomials reducible to Quadratic form. (Set 4)
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We talk about the last type of common polynomial that could be reduced to a Quadratic form and solved.

## Anupam Mishra is teaching live on Unacademy Plus

Anupam Mishra
Batch of 2018 IIM Lucknow || Former Verbal & Quant Faculty || Loves Philosophy || Trekker || Enfield enthusiast || Powerlifter

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Thanks for the lessons Sir, they are really helpful.
Anupam Mishra
a year ago
Glad to assist, Tanvi. Thanks for appreciating. 🙂
1. The Concept Series (TCS) Quantitative Aptitude CAT 2018 UNIT 2: Algebra MODULE 2: Quadratic Equations. Part 10: Of Polynomials reducible to Quadratic Form. (SET 4) Anupam Mishra IIM Lucknow

2. The Concept Series(TCS) UNIT 1: NUMBERS UNIT 4 GEOMETRY UNIT 2: ALGEBRA UNIT 3: ARITHMETIC UNIT 5: MODERN MATHS BUFFER UNIT 9 MODULES MENSURATION Module 1 Algebra Fundamentals & Linear Equations. Module 2 Quadratic Equation:s Module 4 Polynomials & Remainder Theorem Module 5 Co-ordinate Geometry Module 6 Functions & Graphs. Module 3 Inequalities. Module 7: Logarithms, Surds, & Indices. Module 8: Series & Progressions

3. Concepts to be Discussed: 1. Polynomials of the form (x+a) (x+b) (x+c) (x+d) + k = 0.

4. Polynomials of the form (x+a)(x+b)(x+c)(x+d)+k o. Polynomials ed Form: such that a+d b+c = [Note : 1 +7=35

5. Polynomials of the form (x+a) (x+b) (x+c) (x+d) + k 0. 6

6. Concept Rating Speed Enhancer Essential Concept no. C.1

7. That's all folks! Kindly rate & review the course. And provide your valuable feedback. YOU CAN FIND ME AT https://unacademy.com/user/mishra.anupam102 Any questions Text or Comment.