Math, asked by janyarajpal16, 5 days ago

If two equal chords of a circle intersect within the circle, prove that segments of one chord are equal to corresponding segments of other chord​

Answers

Answered by drgirlbrd
0

Answer:

Given: Let AB & CD be the two equal chords intersecting at point X.

A

⇒ AB = CD

M

B

To prove: Corresponding segments are equal, i.e.,

AX = DX

and

BX = CX

D

Proof: We draw OM LAB & ON 1 CD

So, AM = BM == AB

& DN = CN = / CD

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