Which angle has a large measure?
First estimate and then measure.
Measure of Angle $ \mathrm{A}= $
Measure of Angle $ B= $
"

To do:

We have to find which of the angles has a large measure.
 Solution:

Estimation of Angle A: It is equal to half of the right angle.

Measuring the angle using Protractor, \( \mathrm{A}=40^o \)

Estimation of Angle B: It is equal to two-thirds of the right angle.

Measuring the angle using Protractor, \( \mathrm{B}=68^o \)

Therefore,

\( \mathrm{B}=68^o \) has a larger measure.

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Updated on: 10-Oct-2022

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