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Introduction to Constructions of Basic Items

The perpendic...

Question

The perpendicular bisector of line segment PQ meets PQ at R. If PR = 3.8 cm, then find the value of PQ.

(A) 6.6 cm (B) 6.7 cm
(C) 7.7 cm (D) 7.6 cm

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Construct a triangle PQR, in which PQ = 6.7 cm, QR = PR = 5.4 cm.

Q. Draw a line segment PQ= 8 cm. Construct the perpendicular bisector of the line segment PQ. Let the perpendicular bisector drawn meets PQ at point R. Measure the length of PR and QR. Is PR=QR?

Q. Draw a line segment PQ = 6.2 cm. Draw the perpendicular bisector of PQ.

Q. Line segment

P Q = 12 c m

R

is a point on it such that

P R = 8 c m

P Q^{2} - P R^{2}

P Q = 6

cm is a straight line and a perpendicular bisector is drawn to the line

P Q

A

is the midpoint of

P Q

P A = 3

A Q

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