1) sin^2 x + cos^2 x= 1
cosx=√(1-sin^2 x)
3π/2 ≤ x ≤ 2π => cosx=+√(1-sin^2 x)
cosx=+√(1-(-0.6)^2)=+√0.64=0.8
2) -1≤sinx≤1,
-1≤sin3x≤1,
-2≤2sin3x≤2,
-2-0.5≤2sin3x-0.5≤2-0.5,
-2.5≤2sin3x-0.5≤1.5,
1) sin^2 x + cos^2 x= 1
cosx=√(1-sin^2 x)
3π/2 ≤ x ≤ 2π => cosx=+√(1-sin^2 x)
cosx=+√(1-(-0.6)^2)=+√0.64=0.8
2) -1≤sinx≤1,
-1≤sin3x≤1,
-2≤2sin3x≤2,
-2-0.5≤2sin3x-0.5≤2-0.5,
-2.5≤2sin3x-0.5≤1.5,