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View Full Version : Imaginary zeros, trigonometric functions, polor equations


guitarjunky824
Jun 6, 2007, 08:08 AM
simply this expression csc (theta)- cos (theta) cot (theta)


find two real and imaginary zeros for this function: f(x)= x^4+x^3-2x^2+4x-24



convert these polar equations to rectangular form:

r=3csc (theta) r=6sin (theta)






simplify this expression: cos[sin^-1(square root of 3/2)]

ebaines
Jun 6, 2007, 08:24 AM
Show us some effort here - how would you begin to work on these?