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Step-by-step explanation:
23. As DR and DS are tangent to the circle, so DR=DS
similarly, As = AP ; BP= BQ ; CR= CQ
Hence, (AS+DS)+(CQ+BQ) =(CR+DR)+. +(AP+BP)
so, AB+ CD = AD + BC ( proved)
22. As, ∆AML ~ ∆ABC
so, AM/AB = AL/AC or, AM/AB - 1 = AL//AC -1 or, AM/BM = AL/CL ....(1)
similarly , from ∆ ANL and ∆ACD we can say , AN/ND = AL /Cl.....(2)
comparing eqn. 1 and 2 we will get,. AM/MB = AN / ND ( proved)
I hope it will help you to understand the solution ☺️
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