Math, asked by brsha2023, 1 month ago

If two circles intersect each other at the point Cand D. Two straight lines through points D and C interasect one circle at the points A and B and the other circle at the points E and F respectively. If angle DAB = 75°, then find the value of angle DEF​

Answers

Answered by rojasminsahoo0
1

two circles intersect at each other at C & D

AB is their common tangent.

Also, given 

to prove that

∠ACB+∠ADB=180o

∠CBA=∠CDB−−−−−−(1)

∠CAB=∠CDA−−−−−−−(2)

∠CDB+∠CDA=∠CBA+∠CAB→eq(1)

∠CBA+∠CAB+∠ACB=180o

∠CBA+∠CAB=180o−∠ACB−−−−−eq(2)

from (1) & (2)

∠CDB+∠CDA=180o−∠ACB

∠CDB+∠CDA=∠ADB

=180o−∠ACB−∠ADB

∠ADB=180o−∠ACB

∴∠ADB+∠ACB=180o

Answered by Sidhartbrilant
4

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