Using the sum or difference formulas,
$3 \sin 2 t-4 \cos 2 t=\ldots \sin (\ldots t+\ldots)$. Round all answers to 4 decimal places if necessary.

Name: Using the sum or difference formulas, $3 \sin 2 t-4 \cos 2 t=\ldots \sin (\ldots t+\ldots)$. Round all answers to 4 decimal places if necessary.
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The Answer of Using the sum or difference formulas,
$3 \sin 2 t-4 \cos 2 t=\ldots \sin (\ldots t+\ldots)$. Round all answers to 4 decimal places if necessary.

Using the Sum or Difference Formulas 3sin⁡2t−4cos⁡2t=…sin⁡(…t+…)3 \sin 2 t-4 \cos 2 t=\ldots \sin (\ldots t+\ldots)3sin2t−4cos2t=…sin(…t+…)

Using the Sum or Difference Formulas $3 \sin 2 t-4 \cos 2 t=\ldots \sin (\ldots t+\ldots)$