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Step-by-step explanation:
Let the point where a line from F meets AB be A’ and the point where a line from A meets BF be F’
Let the distance between A’and B be x and the distance between F’ and B be y
AF’=A’F
In triangle ABD,
Sin alpha =opp/hyp
=b+x/AF’ ......(1)
Cos alpha=adj/hyp
=y/AF’ ......(2)
In triangle A’BF,
Sin beta = x/A’F .......(3)
cos beta = y+a/A’F ......(4)
(4)-(2)= cos beta - cos alpha
y+a/A’F- y/A’F
We know that AF’=A’F
=a/A’F ....(5)
Similiarly (1)-(2) gives b/AF’ ......(6)
(5)/(6)=a/AF//b/AF
=a/b
snehil41:
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