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For multiple choice response questions, enter the numerical values 1 . The false statement about the identity In - sec x is sinx A. The permissible values will always produce identical values on both sides of the equation. The non-permissible values will always produce identical values on both sides of the equation. C. Substituting in any value for the variable, other than a non-permissible value, will result in both sides of the equation being equal. D. When graphing each side of an identity, the two graphs will be identical. Hint: Any variable value that produces a non-real value for an expression is non- permissible. sinx 2. The expression ] - cosx is equivalent to Table A. 1+ COSX x # MA, RE I sin.x 1 - COS.x B. sinx C. (sinx) (1 + cosx), x # 2AT, n E I D. (sinx)(1 - cosx ), x # 2mm, n = I Hint: Multiply the numerator and denominator of the expression by the conjugate of the denominator, and then use a Pythagorean identity to simplify. Numerical Response Given the domain 0' = 0