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in Mathematics by (54.5k points)

Construct a triangle ABC, having given AB = 4.8 cm, AC = 4cm, and ∠A = 75°.

Find a point P.

(i) Inside the triangle ABC.

(ii) outside the triangle ABC

Equidistant from B and C; and at a distance of 1.2 cm from BC.

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Steps of Construction:

i) Draw a line segment AB = 4.8 cm

ii) At A, draw a ray AX making an angle of 750

iii) Cut off AC = 4 cm from AX

iv) Join BC.

ABC is the required triangle.

v) Draw two lines l and m parallel to BC at a distance of 1.2 cm

vi) Draw the perpendicular bisector of BC which intersects l and m at P and P’

P and P’ are the required points which are inside and outside the given triangle ABC.

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