Draw a line AB = 6 cm and take any point P outside the line. Locate a point Q such
that it is symmetrical to point P with respect to line AB.
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Answer:
look at the attachment
Step-by-step explanation:
Draw a line Ab
Let P be a point on AB
with centre P and any radius, draw a semicircle to intersect AB at M and N respectvly
With centre M and any radius more than MN, draw an arc.
With centre N and the same radius, draw another arc, cutting the previously drawn arc at R
Join PR
then PR is perpendicular to AB
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Draw a line Ab
Let P be a point on AB
with centre P and any radius, draw a semicircle to intersect AB at M and N respectvly
With centre M and any radius more than MN, draw an arc.
With centre N and the same radius, draw another arc, cutting the previously drawn arc at R
Join PR
then PR is perpendicular to AB
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