25x^(2)+50x+12=0

If sinalphaandcosalpha are the roots of 25x^(2)+5x-12=0 then the value of sin2alpha is

Let cos alpha be a root of the equation 25x^(2) +5x -12 = 0 -1 lt x lt 0 ,then the value of sin^(2)alpha is

Let cos alpha be a root of the equation 25x^(2) +5x -12 = 0 -1 lt x lt 0 ,then the value of sin^(2)alpha is

cos alpha is a root of the equation 25x^(2)+5x-12=0,-1

x^(2)-50x+25=0

If sin alpha and cos alpha are the roots of 25 x ^2 +5x-12=0 , then value of sin 2alpha is

cosα is a root of the equation 25x^2+5x−12=0,−1 lt x lt 0 , then find the value of sin2α is:

cosα is a root of the equation 25x^2+5x−12=0,−1 lt x lt 0 , then find the value of sin2α is:

cosα is a root of the equation 25x^2+5x−12=0,−1 lt x lt 0 , then find the value of sin2α is:

(10x^(2)+15x+63)/(5x^(2)-25x+12)=(2x+3)/(x-5)