Question

Draw a circle with centre O and radius 3 cm. Draw two radii OA and OB such that /_AOB = 125. Through A and B, draw two tangents of the circle. If the tangents intersect each other at P, then measure /_APB​

Answer 1

Answer:

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Answer 2

Answer

AnswerSteps of construction are as follows:-

AnswerSteps of construction are as follows:-1) Draw a circle of radius OQ= 3.5cm with centre at O.

AnswerSteps of construction are as follows:-1) Draw a circle of radius OQ= 3.5cm with centre at O.2) Draw an angle of 90

AnswerSteps of construction are as follows:-1) Draw a circle of radius OQ= 3.5cm with centre at O.2) Draw an angle of 90 from point O.

AnswerSteps of construction are as follows:-1) Draw a circle of radius OQ= 3.5cm with centre at O.2) Draw an angle of 90 from point O.3) Let ray of angle intersect the circle at R.

AnswerSteps of construction are as follows:-1) Draw a circle of radius OQ= 3.5cm with centre at O.2) Draw an angle of 90 from point O.3) Let ray of angle intersect the circle at R.4) Now draw 90

AnswerSteps of construction are as follows:-1) Draw a circle of radius OQ= 3.5cm with centre at O.2) Draw an angle of 90 from point O.3) Let ray of angle intersect the circle at R.4) Now draw 90 from point Q

AnswerSteps of construction are as follows:-1) Draw a circle of radius OQ= 3.5cm with centre at O.2) Draw an angle of 90 from point O.3) Let ray of angle intersect the circle at R.4) Now draw 90 from point Q 5) Draw 90

AnswerSteps of construction are as follows:-1) Draw a circle of radius OQ= 3.5cm with centre at O.2) Draw an angle of 90 from point O.3) Let ray of angle intersect the circle at R.4) Now draw 90 from point Q 5) Draw 90 at point R.

AnswerSteps of construction are as follows:-1) Draw a circle of radius OQ= 3.5cm with centre at O.2) Draw an angle of 90 from point O.3) Let ray of angle intersect the circle at R.4) Now draw 90 from point Q 5) Draw 90 at point R.6) These two arcs meet each other, mark the point as P

AnswerSteps of construction are as follows:-1) Draw a circle of radius OQ= 3.5cm with centre at O.2) Draw an angle of 90 from point O.3) Let ray of angle intersect the circle at R.4) Now draw 90 from point Q 5) Draw 90 at point R.6) These two arcs meet each other, mark the point as PPQ and PR are the two tangents inclined at angle of 45

AnswerSteps of construction are as follows:-1) Draw a circle of radius OQ= 3.5cm with centre at O.2) Draw an angle of 90 from point O.3) Let ray of angle intersect the circle at R.4) Now draw 90 from point Q 5) Draw 90 at point R.6) These two arcs meet each other, mark the point as PPQ and PR are the two tangents inclined at angle of 45 Now ∠AOB=90

AnswerSteps of construction are as follows:-1) Draw a circle of radius OQ= 3.5cm with centre at O.2) Draw an angle of 90 from point O.3) Let ray of angle intersect the circle at R.4) Now draw 90 from point Q 5) Draw 90 at point R.6) These two arcs meet each other, mark the point as PPQ and PR are the two tangents inclined at angle of 45 Now ∠AOB=90 and ∠APB=45

AnswerSteps of construction are as follows:-1) Draw a circle of radius OQ= 3.5cm with centre at O.2) Draw an angle of 90 from point O.3) Let ray of angle intersect the circle at R.4) Now draw 90 from point Q 5) Draw 90 at point R.6) These two arcs meet each other, mark the point as PPQ and PR are the two tangents inclined at angle of 45 Now ∠AOB=90 and ∠APB=45 =∠AOB+∠APB=135