if two zeros of the polynomial (m-1) x square+ 4080400x+2020=0 are reciprocal to each other then the vaule of m is

Question

Coilak Dec 5, 2020

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418 cents

Answer:

2021

We know that in a quadratic polynomial,

Product of zeroes = $\frac{Constant term}{Coefficient of x^{2} }$

Since the zeroes of the given equation are reciprocal to each other, their product is 1. So,

$\frac{2020}{m-1}$ = 1

m-1=2020

m=2021

165

Geisler

Dec 5, 2020

if two zeros of the polynomial (m-1) x square+ 4080400x+2020=0 are reciprocal to each other then the vaule of m is​