What will be the value of the angle $x$ , for an equilateral $Δ A B C$ ?

120 °

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60 °

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90 °

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45 °

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Solution

The correct option is B $60 °$
All three angles of an equilateral triangle are equal, and the value of the angle is $60 °$ . Here, $x$ is the vertically oppoiste angle of an interior angle of the given triangle, and vertically opposite angles are equal. Hence, the value of angle $x$ is $60 °.$

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Similar questions

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If $△ A B C$ and $△ X Y Z$ are right-angled triangles, right angled at B and Y respectively, then for what value of x will $△ A B C$ be congruent to $△ X Y Z$ ?

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Q. In the given equilateral triangle ABC, AP is the median in triangle ABC. Find the value of angle PAC.

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What will be the value of the angle x, for an equilateral ΔABC ?

The correct option is B 60°All three angles of an equilateral triangle are equal, and the value of the angle is 60°. Here, x is the vertically oppoiste angle of an interior angle of the given triangle, and vertically opposite angles are equal. Hence, the value of angle x is 60°.

What will be the value of the angle $x$ , for an equilateral $Δ A B C$ ?

The correct option is B $60 °$
All three angles of an equilateral triangle are equal, and the value of the angle is $60 °$ . Here, $x$ is the vertically oppoiste angle of an interior angle of the given triangle, and vertically opposite angles are equal. Hence, the value of angle $x$ is $60 °.$