In triangle ABC right angled at B, BC=7cm, AC-AB=1cm, then find the value of
(i) cosA+sinA (ii) tan C - cosecA+sinC.cosA (iii) tanA.secC
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Answer:
AC is hypotenuse, therefore
AC^2=AB^2+BC^2
AC-AB=1
AC=AB+1
(AB+1)^2=AB^2+BC^2
AB^2+2.AB+1=7^2+AB^2
2.AB=48
AB=24
AC=24+1=25
cos A + sin A=24/25+5/25=29/25
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