Question

Fibd the quadratic polynomial whose zeroes are 1/4,_1
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Answer 1

Step-by-step explanation:-

Acc to me the question is incomplete,

find the quadratic polynomials whose zeroes have sum and product as 1/4, -1

ans:-

let the polynomials = a and b

sum of there zeroes =a+b = 1/4

product of there zeroes = ab= -1

so ,to find the quadratic polynomial we have the given formulae

= $x^{2} - (sum)x +product$

=$x^{2} - 1/4$ × $x+(-1)$

=($4x^{2} -x-1$ )/4

Answer 2

Answer:

quadratic equation formula when a,b zeroes are given x^2-(a+b)+ab=0

Step-by-step explanation:

where a=14,b=-1

substitute the values of the quadratic equation

x^2-(14-1)x+14×-1=0

x^2-13x-14=0

this is the required equation