Question

Given: KW perpendicular to JO. JP perpendicular to KO. KW intersects JP=Q Prove: triangle OKW similar to triangle OJP

Answer 1

OKW similar to triangle OJP using Angle Angle

Explanation:

Given

See attachment for triangles

Required

Prove their similarity

From the attachmen:

`\angle JPO = \angle OWK = 90`

Also:

`\angle O = \angle O` for both triangles i.e. reflexive property

Hence:

OKW similar to triangle OJP by AA i.e. Angle Angle