Step 1: Factor the numerator on the left side: sin4α - cos4α = (_______α - ________ α)(_______ α + _______ α) Step 2: After simplifying on the left hand side the resulting equation is one of the _________. Use the same format for powers of trig functions as in sin4α - cos4α.
Step 1: Factor the numerator on the left side: sin4α - cos4α = (_______α - ________ α)(_______ α + _______ α) Step 2: After simplifying on the left hand side the resulting equation is one of the _________. Use the same format for powers of trig functions as in sin4α - cos4α.
Step 1: Factor the numerator on the left side: sin4α - cos4α = (_______α - ________ α)(_______ α + _______ α) Step 2: After simplifying on the left hand side the resulting equation is one of the _________. Use the same format for powers of trig functions as in sin4α - cos4α.
Step 1: Factor the numerator on the left side: sin4α - cos4α = (_______α - ________ α)(_______ α + _______ α)
Step 2: After simplifying on the left hand side the resulting equation is one of the _________.
Use the same format for powers of trig functions as in sin4α - cos4α.
Expression, rule, or law that gives the relationship between an independent variable and dependent variable. Some important types of functions are injective function, surjective function, polynomial function, and inverse function.
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