Solving a Degree/Radian Function: f(t) = 42cos(2t + 93°)

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To solve the function f(t) = 42cos(2t + 93°) for t = 808ms, first convert milliseconds to seconds, resulting in t = 0.808s. The correct approach involves calculating f(0.808) directly without separating the cosine argument. The calculations should yield a value close to -41.8, indicating that previous attempts may have misapplied the cosine function. Clear step-by-step solutions are necessary for accurate troubleshooting and understanding.
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Homework Statement



f(t) = 42cos(2t + 93°), where t is measured in seconds

f(808ms) =



Homework Equations





The Attempt at a Solution



42cos(2t)+42cos(93^o^)=
42cos(1616)+42cos(1.62)=
1200.92+1.2=
but that's wrong..help!
 
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First, convert ms to s. Second, why are you separating the cos argument?
 
i convert from ms to s then do it out again but without separating the arguement. i get -1.29 which is still wrong.
 
-41.8 is the answer you should have gotten, correct? I'm not sure where you would have gotten -1.29.
 
mwhowell said:
i convert from ms to s then do it out again but without separating the arguement. i get -1.29 which is still wrong.

Show your steps. It is hard to say anything without just writing down the solution when the only information you give is that you get the wrong answer.
 
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