sin Acasa
11 From the adjacent figure
prove that sina + cos'assin'e + cose
ii) prove that sec'a-tan'a see-tan'e
13ems
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Answer:
sinA=√1−cos2A=√1−25169=√169−25169= = √144169=1213 ,. and. tanA=sinAcosA=1213513= 1213⋅135=125 . Answer link ... the side adjacent to A=5andthe hypotenuse =13 ... opp=√132−52= 12.
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