Triangle ABC is right angled at A. M is a point such that AM is perpendicular to BC. Prove that angle BAM = angle ACB
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It will be congruent by SAS rule
First
AM common side
Second
If AM is perpendicular means it makes angle of 90 degree so an angle is equal so
Angle AMB=AMC
Third
If it is perpendicular means M is the mid point so
BM=MC
So by SAS it is congruent
And by c.p.c.t we can
Angle BAM = Angle MAC
Hope it helps
First
AM common side
Second
If AM is perpendicular means it makes angle of 90 degree so an angle is equal so
Angle AMB=AMC
Third
If it is perpendicular means M is the mid point so
BM=MC
So by SAS it is congruent
And by c.p.c.t we can
Angle BAM = Angle MAC
Hope it helps
adammya123kul:
How M is the midpoint if it is perpendicular?If AM is the perpendicular bisector on BC ,then it would be the mid point at BC.
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