4Sin(2x+1) = -3
Sin(2x+1) = -3/4
2x +1 = (-1)^n arcSin(-3/4) + nπ, n∈Z
2x +1 = (-1)^(n+1) arcSin3/4 + nπ, n ∈Z
2x =( -1)^(n+1) arcSin3/4 + nπ +1 , n ∈Z
x = (-1)^(n+1)·1/2·arcSin3/4 +nπ/2 +1/2, n∈Z
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4Sin(2x+1) = -3
Sin(2x+1) = -3/4
2x +1 = (-1)^n arcSin(-3/4) + nπ, n∈Z
2x +1 = (-1)^(n+1) arcSin3/4 + nπ, n ∈Z
2x =( -1)^(n+1) arcSin3/4 + nπ +1 , n ∈Z
x = (-1)^(n+1)·1/2·arcSin3/4 +nπ/2 +1/2, n∈Z