ABC is an isosceles triangle with ab is equal to AC draw a perpendicular BC and show that angle b is equal to angle C
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Given: In triangle ABC,AB=AC
To Prove: angle b= angle c
Proof: AB=AC (given)
AD=AD (common)
angleADB= angleADC= 90(AD is perpendicular to BC)
Therefore, triangleADB≅triangleADC
⇒angles B and C are equal (CPCT)
To Prove: angle b= angle c
Proof: AB=AC (given)
AD=AD (common)
angleADB= angleADC= 90(AD is perpendicular to BC)
Therefore, triangleADB≅triangleADC
⇒angles B and C are equal (CPCT)
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