Math, asked by archanajha2710, 10 months ago

proper answer plz fast ​

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Answered by KINGAMAN
1

Answer:

1) ax^2+bx+c=0 where a & b are both real numbers with a not equal to zero

2) Let alpha and ß be the roots of the equation such that alpha = 3 & ß = 4

We know that sum of roots in a quadratic equation is -b/a

so, -b/a = 3+4

=> b/a = -7 ....(1)

Product of roots in a quadratic equation is c/a

so, c/a = 4 x 3

=> c/a =12.....(2)

From equation (1) & (2), we can say

a = 1

b = -7

c = 12

3) Putting the values of a,b & c in the general form we get,

x^2-7x+12 as the required quadratic equation

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