In `DeltaABC`, if `AB^(2)=AC^(2)+CB^(2)`. State with reason whether `DeltaABC` is a right angled triangle or not.

In Delta ABC , if AB^(2) = AC^(2) + CB^(2) . State with reason whether Delta ABC is a right angled triangle or not.

If DeltaABC is right angled at A,then r_(2)+r_(3) =

If DeltaABC is right angled at A,then r_(2)+r_(3) =

In a DeltaABC , AD bot BC and AD^2=BD times CD , prove that DeltaABC is an right angled Triangle.

IN DeltaABC,BC^2+AB^2=AC^2 then………..is the right angle.

In the given figue vertices of DeltaABC lie on y=f(x)=ax^(2)+bx+c . The DeltaABC is right angled isosceles triangle whose hypotenuse AC=4sqrt(2) units. y=f(x) is given by

In the given figure vertices of DeltaABC lie on y=f(x)=ax^(2)+bx+c . The DeltaABC is right angled isosceles triangle whose hypotenuse AC=4sqrt(2) units. y=f(x) is given by

In the given figue vertices of DeltaABC lie on y=f(x)=ax^(2)+bx+c . The DeltaABC is right angled isosceles triangle whose hypotenuse AC=4sqrt(2) units. y=f(x) is given by

State whether each of the following statements is true or false : In DeltaABC , AB= 5 cm, BC= 12 cm and AC= 15 cm. Then, DeltaABC is an obtuse angled triangle.

Let a statement p : DeltaABC is a right angled triangle and another statement q : In a DeltaABC,AB^(2)+BC^(2)=AC^(2). Check whether the following statements are true or false . p is true if and only id q is true