To nbsp-construct a 135- angle using a compass and ruler only- nbsp- nbsp-angles are required to be constructed-110- nbsp- amp- 25-65- amp- nbsp-70-90- amp- nbsp-45-100- amp- nbsp-35-

The correct option is C 90° amp; nbsp;45°To construct an angle of nbsp; 135^∘ using only a compass and ruler, we will first draw an angle of 90^∘ and then ...

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Byju's Answer

Standard VII

Mathematics

Constructing an Angle

To nbsp;con...

Question

To construct a $135^{\circ}$ angle using a compass and ruler only, angles are required to be constructed.

110° & 25°

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65°& 70°

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90°& 45°

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100°& 35°

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Solution

The correct option is C 90°& 45°
To construct an angle of $135^{\circ}$ using only a compass and ruler, we will first draw an angle of $90^{\circ}$ and then further an angle of $45^{\circ}$ . When taken together, the resultant angle formed will be equal to $135^{\circ} .$

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Similar questions

Q. Which of the following angles cannot be constructed using ruler and compass only?
(a) 40°
(b) 120°
(c) 135°
(d) 37.5°

Q. To construct a

135^{\circ}

angle using a compass and ruler only, angles are required to be constructed.

Q. Which of the following angles cannot be constructed using ruler and compass only?
(a) 40°
(b) 120°
(c) 135°
(d) 37.5°

Q. Construct the following angles with the help of ruler and compasses only:

(i) 30°
(ii) 90°
(iii) 45°
(iv) 135°
(v) 150°
(vi) 105°

Using ruler and compasses only , construct angle of measure $45^{\circ}$ .

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To construct a 135∘ angle using a compass and ruler only, angles are required to be constructed.

The correct option is C 90°& 45°To construct an angle of 135∘ using only a compass and ruler, we will first draw an angle of 90∘ and then further an angle of 45∘. When taken together, the resultant angle formed will be equal to 135∘.

To construct a $135^{\circ}$ angle using a compass and ruler only, angles are required to be constructed.

The correct option is C 90°& 45°
To construct an angle of $135^{\circ}$ using only a compass and ruler, we will first draw an angle of $90^{\circ}$ and then further an angle of $45^{\circ}$ . When taken together, the resultant angle formed will be equal to $135^{\circ} .$