The triangle formed by $B C = 5 c m, A C = 3 c m, A B = 5.8 c m$ is:

a right angled

Δ

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an isosceles

Δ

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an equilateral

Δ

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a scalene

Δ

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Solution

The correct option is D a scalene $Δ$
Given three lengths of sides are different.
Also, the sides do not follow Pythagora's theorem.
So, it is a scalene triangle.
Option $D$ is correct.

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Similar questions

Δ

ACB is an isosceles triangle such that AC

=

BC. If

A B^{2} = 2 A C^{2}

, prove that

Δ

ACB is a right angled triangle.

Question 12

The $Δ A B C$ formed by AB = 5 cm, BC = 8 cm and AC = 4 cm is

a) An isosceles triangle only
b) A scalene triangle only
c) An isosceles right triangle
d) Scalene as well as a right triangle

ABC is an isosceles triangle right-angled at B. Similar triangles ACD and ABE are constructed on sides AC and AB. Find the ratio between the areas of $Δ A B E$ and $Δ A C D$ . [4 MARKS]

In ΔABC, AB = AC and the bisector of ∠B and ∠C meet at a point O, then ΔOBC is

Q. In

Δ

ABC, AD is the perpendicular bisector of BC(see adjacent figure). Show that

Δ

ABC is an isosceles triangle in which AB

=

AC.

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The triangle formed by BC=5 cm,AC=3 cm,AB=5.8 cm is:

The correct option is D a scalene ΔGiven three lengths of sides are different. Also, the sides do not follow Pythagora's theorem.So, it is a scalene triangle.Option D is correct.

The triangle formed by $B C = 5 c m, A C = 3 c m, A B = 5.8 c m$ is:

The correct option is D a scalene $Δ$
Given three lengths of sides are different.
Also, the sides do not follow Pythagora's theorem.
So, it is a scalene triangle.
Option $D$ is correct.