If sin θ + cosec θ = 2 then,
(The remaining question is in pic).
Please answer ASAP
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Answered by
2
using x instead of theta
given :- sinx+1/sinx=2(cosec x=1/sinx)
Explanation:
Solving
sinx+1/sinx=2→sin2x−2sinx+1=0
we have
sinx=1 then
sin^nx+1sin^nx=2
given :- sinx+1/sinx=2(cosec x=1/sinx)
Explanation:
Solving
sinx+1/sinx=2→sin2x−2sinx+1=0
we have
sinx=1 then
sin^nx+1sin^nx=2
Answered by
1
Sin Ф + Cosec Ф = 2
(Sin²Ф + 1)/Sin Ф = 2
Sin²Ф - 2 sinФ + 1 = 0
SinФ = 1
So Cosec Ф = 1.
So for any power n, Sinⁿ Ф+ Cosecⁿ Ф = 2
(Sin²Ф + 1)/Sin Ф = 2
Sin²Ф - 2 sinФ + 1 = 0
SinФ = 1
So Cosec Ф = 1.
So for any power n, Sinⁿ Ф+ Cosecⁿ Ф = 2
kvnmurty:
:-)
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