abc is a right triangle, right angled at c. let bc=a ca=b ab=c and let

1.	abc is a right triangle, right angled at c. let bc=a ca=b ab=c and let p be the length of the perpendicular from c on ab. show that cp=ab
Answer» Answer: if ANGLE c = X then angle PLEASE will be equal to x (alternate angle) angle c is equal to angle A (CORDINATE ANGLES are equal

abc is a right triangle, right angled at c. let bc=a ca=b ab=c and let p be the length of the perpendicular from c on ab. show that cp=ab

Answer»

Answer:

if ANGLE c = X then angle PLEASE will be equal to x (alternate angle)

angle c is equal to angle A (CORDINATE ANGLES are equal

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abc is a right triangle, right angled at c. let bc=a ca=b ab=c and let p be the length of the perpendicular from c on ab. show that cp=ab ​

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abc is a right triangle, right angled at c. let bc=a ca=b ab=c and let p be the length of the perpendicular from c on ab. show that cp=ab