In a right angled triangle ABC where AB is perpendicular AC is base and BC is hypotenuse
value given: AB= 
BC= 
angle A= 90 degree
Evaluate: sinC.cosC.tanc+cos²C.sinA
HELP
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here is a little logic
sinc.cosc.tanc+cos^2c.sina
=sinc.cosc.sinc/cosc+cos^2.sina
=sin^2c+cos^2c.sina
=sin^2c+cos^2c.sin90
=sin^2c+cos^2c(1)
=sin^2c+cos^2c
=1
this is the perfect answer
sinc.cosc.tanc+cos^2c.sina
=sinc.cosc.sinc/cosc+cos^2.sina
=sin^2c+cos^2c.sina
=sin^2c+cos^2c.sin90
=sin^2c+cos^2c(1)
=sin^2c+cos^2c
=1
this is the perfect answer
sour:
YOU HAVE TO FIND AC ONLY THEN U CAN SOLVE THE PROBLEM
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