The combined equation of three sides of a triangle is `(x^2-y^2)(2x + 3y-6) = 0`. If `(sectheta,1)` is an interior point of the triangle then find the value of `theta`

The combined equation of three sides of a triangle is (x^(2)-y^(2))(2x+3y-6)=0 . If (-2, a) is an interior point of the triangle, then

The combined equation of three sides of a triangle is (x^2-y^2)(2x+3y-6)=0 . If (-2,a) is an interior point and (b ,1) is an exterior point of the triangle, then

The combined equation of three sides of a triangle is (x^2-y^2)(2x+3y-6)=0 . If (-2,a) is an interior point and (b ,1) is an exterior point of the triangle, then

The combined equation of three sides of a triangle is (x^2-y^2)(2x+3y-6)=0 . If (-2,a) is an interior point and (b ,1) is an exterior point of the triangle, then

The combined equation of three sides of a triangle is (x^2-y^2)(2x+3y-6)=0 if (-2,a) is an interior point and (b,1) is an exterior point of the triangle, then

The combined equation of three sides of a triangle is (x^2-y^2)(2x+3y-6)=0 . If (-2,a) is an interior point and (b ,1) is an exterior point of the triangle, then (a) 2 < a < (10)/3 (b) -2 < a < (10)/3 (c) -1< b < 9/2 (d) -1< b < 1

The combined equation of three sides of a triangle is (x^2-y^2)(2x+3y-6)=0 . If (-2,a) is an interior point and (b ,1) is an exterior point of the triangle, then 2

The combined equation of three sides of a triangle is (x^(2)-y^(2))(2x+3y-6)=0. If (-2,a) is an interior point and (b,1) is an exterior point of the triangle,then 2