Help ASAP For the simple harmonic motion equation d=2sin(pi/3)t , what is the period?
? that simplifies to \[d=t(\sqrt{3})\] so its just a line
@Angela2014 : Could you be clearer in presenting this problem? Do you mean \[d=2\sin(\frac{ \pi*t }{ 3 })?\]
its actually d=5sin(2pi t)
@mathmale
Looks as though you're working on two different problems in the same post. Please choose the one you want to focus on.
The one i commented is the actual problem the first one was a typo. i need d=5sin(2 pi t)
@mathmale
\[d=5\sin(2\pi t)\]
The general rule for finding the period is this:\[Period=\frac{ 2\pi }{ b }\] where b is the coefficient of the variable t in your function \[d=2\sin(2\pi*t)\] What is that coefficient? What is the period, then?
I have no idea
What does "coefficient" mean?
What you multiply
Do you have an algebra book handy? You need a better definition of "coefficient," specifically, a definition of what "coefficient" means in the context y=2sin[2pi*t].
I don't actually. I'm taking a pre cal course online and it is very hard and im horrible in math
I hope you're willing to look up things that you don't know. Doing so may take some effort now, but will reward you in the long run because you'll have a better understanding of math terminology. Do you have a Pre-Calc textbook? If not, what is your primary reference source?
In your expression, \[d=2\sin (2\pi*t)\] the "coefficient" is just the constant (2Pi) that multiplies your variable (t). Let's call that coefficient " b " Then the period is \[Period=\frac{ 2\pi }{ b }\] Please substitute that b value into this formula for period and find the period.
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