Simplify $4 \sin (t)+6(1-4 \sin t)$ (For the values for which it is defined).
A) $-20 \sin t+6$
B) $-20 \sin t$
C) $-20 \sin t+1$
D) $28 \sin t+6$

Name: Simplify $4 \sin (t)+6(1-4 \sin t)$ (For the values for which it is defined). A) $-20 \sin t+6$ B) $-20 \sin t$ C) $-20 \sin t+1$ D) $28 \sin t+6$
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Question

Quizplus · Accepted Answer

Distribute the 6 in the expression: $6(1-4 \sin t) = 6 - 24 \sin t$. Combine like terms: $4 \sin t - 24 \sin t = -20 \sin t$. Therefore, the simplified expression is $-20 \sin t + 6$.

Simplify 4sin⁡(t)+6(1−4sin⁡t)4 \sin (t)+6(1-4 \sin t)4sin(t)+6(1−4sint) (For the Values for Which It Is Defined)

Simplify $4 \sin (t)+6(1-4 \sin t)$ (For the Values for Which It Is Defined)