The value of [(cos A / cot A) + sin A] is *
1 point
cot A
2 sin A
sec A
2 cos A
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0
Answer:
2sin(a)
(cos(a)+sin(a)
=tan(a)cos(a)+sin(a)
=
cos(a)
sin(a)
(cos(a))+sin(a)
=sin(a)+sin(a)
=2sin(a)
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cosA×1/cotA+sinA
1/cotA =tan A
cosA×tanA + sinA
tanA=sinA/cosA
cosA×sinA/cosA+sinA
sinA+sinA= 2sinA
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