Calculate the sides of the right angled triangle — task. Maths CBSE Live product, Class 9 (2026-27).

The points \(A(14,20)\), \(B(-4,10)\) and \(C(6,-8)\) in order are the vertices of a right-angled triangle. The right-angled triangle satisfies the

{AB}^{2} + {BC}^{2} = {AC}^{2}

. Verify this and calculate the side of the triangle using the distance formula.

Answer:

\(AB =\)

\sqrt{i}

\(BC =\)

\sqrt{i}

\(AC =\)

\sqrt{i}

\(AB^2 + BC^2 =\)

i + i = i

\(AC^2\)

Therefore, the points \(ABC\) .

Did you find an error?

4. Calculate the sides of the right angled triangle