1. P is a point on side BC of a square ABCD. A perpendicular is drawn at AP from the point B which cuts DC at Q.Prove that AP=BQ.(please explain with diagram).Thank you!
2. If (x-a) be the HCF of +d and + c1x + d ,then prove that c
Hello, muks!
Let intersect at1. is a point on side of a square
From point , a perpendicular is drawn to , cutting at
Prove: .
Code:Q D * - - - - * - - - - * C | * | | * | | * | | * | | * *P | R* β| | * * | | * *α| | * α β *| A * - - - - - - - - - * B
In right triangle , let
Then , the complement of
Hence, , the complement of
Right triangles have: .
Therefore: .