If 5SinP=12CosP, find the value of CosecP
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sin=5/13
cosec=1/sin
=1/5/13
=13/5
cosec=1/sin
=1/5/13
=13/5
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5 sin p = 12 cos p
5 sin p / sin p = 12 cos p /sin p
5 = 12 cot p
5/12 = cot p .. .. .. eq(1)
as we know , 1+cot ^2 p = cosec ^ p
by putting value of eq (1)
we get
1 + (5/12)^=cosec^2 p
cosec^2 p= 1+ 25/144
cosec^2 p = (144+25)/144
cosec^2 p = 169/144
by taking squareroot
cosec p = 13/12
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