What is the quadratic polynomial whose sum and product of zeroes are - ProProfs Discuss

# What is the quadratic polynomial whose sum and product of zeroes are -3 and 4 respectively?

This question is part of CBSE 10th Maths
Asked by Meyya, Last updated: May 31, 2020

#### W. Mocroft

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W. Mocroft, Philanthropist, Master Degree in International Business, Las Vegas

Answered May 30, 2019

The answer to this is + 3x +4. You need to know what the standard form of a quadratic polynomial is. If you are not familiar with a quadratic polynomial, this is a polynomial of degree 2 or a quadratic. The highest degree term in this polynomial is the 2nd degree.

The normal formula for the quadratic polynomial is x1,2 = (-b ± √b² - 4ac) / 2a. Knowing this can be vital for you, especially if you would need to solve differential equations. Take note that the formula also requires a square root that you have to solve to get the right answer to your question. Take note that a quadratic function is not the same as a second-degree polynomial function.

#### meyya

Meyya

Answered May 29, 2018

/>+ 3x + 4
Solution: The standard form of the quardratic polynomial is -(sum of zeroes)x + (product of zeroes) - (- 3) x + (4) = 0+ 3x + 4 = 0

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