Question

roots=2√3-5 and -2√3-5
of which qadratic equation =​

Answer 1

Answer:

x^2-4√3

Step-by-step explanation:

Let we take

2√3-5 as sum of roots(α+β) of eqaution

-2√3-5 as product of roots (αβ) of equation

Let us assume x as quadratic equation

Now, we Know that quadratic ea

quation

(x)= x^2- (sum of roots) + product of roots =o

(x)=x^2-(2√3-5)+(-2√3-5)=0

(x)=x^2-2√3+5-2√3-5=0

(x)=x^2-4√3=0

Hence the equation is:-

x^2-4√3