Categories Intermediate The Suresh similarity Post author By Rik D. Tangerman Post date April 26, 2022 1 Comment on The Suresh similarity The Suresh similarity Two squares and a rectangle. Prove that the red triangles are similar. Scroll down for a solution to this problem. Solution Solution by ohmohm. Please leave this field empty Don’t miss these puzzles! Subscribe to the weekly geometry puzzle e-mail. Email Address * Check your inbox or spam folder to confirm your subscription. Tags rectangle, square, triangle ← Tension control → The Arcus arcade One reply on “The Suresh similarity” The triangles A J F, M G F, A K L and L N M are congruent. A L M F is a square; E H M L is a rectangle. The angles a(H;E;M) and a(H;L;M) are equal, so the rectangular triangles A J F and E H M are similar. Leave a Reply Cancel replyYour email address will not be published. Required fields are marked *Comment * Name * Email * Website Save my name, email, and website in this browser for the next time I comment. Δ Optionally add an image (JPEG only)
The triangles A J F, M G F, A K L and L N M are congruent. A L M F is a square; E H M L is a rectangle. The angles a(H;E;M) and a(H;L;M) are equal, so the rectangular triangles A J F and E H M are similar.
One reply on “The Suresh similarity”
The triangles A J F, M G F, A K L and L N M are congruent.
A L M F is a square; E H M L is a rectangle.
The angles a(H;E;M) and a(H;L;M) are equal,
so the rectangular triangles A J F and E H M are similar.