Solve the below expressions: 30. 31. 32. 33. 1+tan (b) tan (b) csc (b) csc(x)=sin(x) csc (x)+sin(x)
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30. 31. 32. 33. 1+tan (b) tan (b) csc² (b) csc²(x)=sin(x) csc (x)+sin(x) sin (0)-cos (0) sec (0)-csc (0) 2 csc² (a)-1 CS 2 csc² (a)-csc (a) = cos(x) cot (x) sin (0) cos(0) = 1+ sin(a) 30. 31. 32. 33. 1+tan (b) tan (b) csc² (b) csc²(x)=sin(x) csc (x)+sin(x) sin (0)-cos (0) sec (0)-csc (0) 2 csc² (a)-1 CS 2 csc² (a)-csc (a) = cos(x) cot (x) sin (0) cos(0) = 1+ sin(a)
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