in a right angle triangle ABC,right angle is at C.BC+CA=23cm andvBC-CA=7cm,then find sinA and tanB
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BC+CA=23
BC-CA = 7
Adding these two equations
2BC=30
BC=15
Substituting this value in the first equation
15+CA=23
CA=8
+= (by pythagorus theorem)
⇒(15*15)+(8*8)=
225+64=
=289
⇒AC=17
So, sinA=opposite side/hypotenuse=CB/AB=15/17 tanB=opposite side/adjacent side=AC/CB=8/15
Hope This Helps :)
BC-CA = 7
Adding these two equations
2BC=30
BC=15
Substituting this value in the first equation
15+CA=23
CA=8
+= (by pythagorus theorem)
⇒(15*15)+(8*8)=
225+64=
=289
⇒AC=17
So, sinA=opposite side/hypotenuse=CB/AB=15/17 tanB=opposite side/adjacent side=AC/CB=8/15
Hope This Helps :)
shivakumaryatavalli:
Yeah,thank u very much
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