intriangle ABC right angle at B AB=24 BC=7 what is sinA × cosC
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Answered by
2
here,
AB=24 and BC=7
then, CA=25
also, sinA * cosC=sinA*cos[90-A]{as cosC=cos[90-A]
=sinA*sinA {as cos[90-A]=sinA}
=![[sinA]^2 [sinA]^2](https://tex.z-dn.net/?f=%5BsinA%5D%5E2)
and sinA=BC/CA
=7/25
THEREFORE,
sinA*cosC=![[sinA]^2 [sinA]^2](https://tex.z-dn.net/?f=%5BsinA%5D%5E2)
=[7/25]^2
=49/625 [ans]
AB=24 and BC=7
then, CA=25
also, sinA * cosC=sinA*cos[90-A]{as cosC=cos[90-A]
=sinA*sinA {as cos[90-A]=sinA}
=
and sinA=BC/CA
=7/25
THEREFORE,
sinA*cosC=
=[7/25]^2
=49/625 [ans]
Answered by
3
Heya user !!
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