An angle of measure 75- can be drawn by-

To construct 75^∘, we have to bisect the angle between 90^∘ angle and 60^∘ angle. The resulting angle = 90^∘ + 60^∘/2 = 75^∘ ...

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Byju's Answer

Standard VI

Mathematics

Construction of Angle Bisector

An angle of m...

Question

An angle of measure $75^{\circ}$ can be drawn by:

By drawing

90^{\circ}

and

60^{\circ}

and bisecting the angle between them.

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By drawing

180^{\circ}

and

60^{\circ}

and bisecting the angle between them.

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By drawing

270^{\circ}

and

60^{\circ}

and bisecting the angle between them.

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By drawing

90^{\circ}

and

30^{\circ}

and bisecting the angle between them.

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Solution

The correct option is A By drawing $90^{\circ}$ and $60^{\circ}$ and bisecting the angle between them.
To construct $75^{\circ}$ ,
we have to bisect the angle between $90^{\circ}$ angle and $60^{\circ}$ angle.
The resulting angle $= \frac{90^{\circ} + 60^{\circ}}{2} = 75^{\circ}$

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An angle of measure 75∘ can be drawn by:

The correct option is A By drawing 90∘ and 60∘ and bisecting the angle between them.To construct 75∘, we have to bisect the angle between 90∘ angle and 60∘ angle. The resulting angle =90∘+60∘2=75∘

An angle of measure $75^{\circ}$ can be drawn by:

The correct option is A By drawing $90^{\circ}$ and $60^{\circ}$ and bisecting the angle between them.
To construct $75^{\circ}$ ,
we have to bisect the angle between $90^{\circ}$ angle and $60^{\circ}$ angle.
The resulting angle $= \frac{90^{\circ} + 60^{\circ}}{2} = 75^{\circ}$