Math, asked by satyarthkedia1oyus4r, 11 months ago

urgent tell plzzz. very urgent

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Answered by siddhartharao77
4

Let one zero of the polynomial be 'a' and the other zero be '1/a'.

Given Equation is (k + 1)x^2 - 5x + 5.

Now,

= > Product of roots = constant term/coefficient of x^2

= > a * 1/a = (5/k + 1)

= > 1 = (5/k + 1)

= > k + 1 = 5

= > k = 5 - 1

= > k = 4.


Therefore, the value of k = 4.


Hope this helps!


Anonymous: fabulous Answer sir
siddhartharao77: Thank you!
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