Question Simplify the expression 2efxchg2sin(2x) Evaluate fx(1×1sin(x))cos(x)×cheg×gRemove the parentheses fx×1×1sin(x)cos(x)×cheg×gDivide the terms fx×1×sin(x)cos(x)×cheg×gRewrite the expression fxsin(x)cos(x)×cheg×gMultiply the terms fxsin(x)cos(x)×cheg2Use the commutative property to reorder the terms efxsin(x)cos(x)×chg2Solution 2efxchg2sin(2x) Show Solution
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