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Classification of Triangles Based on the Sides

A triangle ha...

Question

A triangle having sides of different lengths is called
(a) an isosceles triangle
(b) an equilateral triangle
(c) a scalene triangle
(d) a right triangle

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Solution

Correct option: (c)
A triangle having sides of different lengths is called a scalene triangle.

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Similar questions

Q. A triangle having all sides of different length is known as

(a) scalene triangle
(b) isosceles triangle
(c) an equilateral triangle
(d) an acute triangle

If two sides of a $△$ ABC are equal in length and the third side has a different length, then the triangle is a/an:

Q. If the bisector of an angle of a triangle bisects the opposite side, then the triangle is
(a) scalene
(b) equilateral
(c) isosceles
(d) right-angled

Q. The points (a, a), (−a, a) and

(- \sqrt{3} a, \sqrt{3} a)

form the vertices of

(a) an equilateral triangle
(b) a scalene triangle
(c) an isosceles triangle
(d) a right triangle

Q. Answer the following in 'Yes' or 'No'.

(i) Can an isosceles triangle be a right triangle?
(ii) Can a right triangle be a scalene triangle?
(iii) Can a right triangle be an equilateral triangle?
(iv) Can an obtuse triangle be an isosceles triangle?

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Classification of Triangles Based on the Sides

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