Select the true statement about d(t) = 2.5 cos (Π/6) (t - 2) + 4.
1) The minimum point is at 1.5. 2) The maximum point is at 6.5. 3) Compared to the parent function, d(t) = cost, the phase shift is 2 units down. 4) Compared to the parent function, d(t) = cost, the vertical shift is 4 units up.
You can solve for 1) and 2) using maxima and minima. 1. Find d'(t). 2. Put it = 0 and solve for t. 3. Find d''(t). 4. Put value(s) of t obtained from 2nd step. If value comes out to be +ve, the value of d(t) for this t will give your answer to 1) If value comes out to be -ve, the value of d(t) for this t will give your answer t 2)
for 3) and 4) you can draw the graphs and find out the answers.
I dont know how to find the max and mins and your explanation doesnt really help
Okay: can you differentiate d(t) w.r.t t
wrtt?
I meant with respect to t
no i dont even know what that means
Okay Do you know differentiation ?
no
Well, where did you find this question. I mean is this in your course, or someone asked you etc.
I am asking this as this question basically is about differential calculus (maxima and minima topic) but you haven't studied it yet.
I am in trig not calculus guess I havent learned how to do that yet
Well, the best suggestion would be to just leave it now. It will take some time to understand calculus. And it would be a terrible mistake to try to understand calculus just for a problem's sake.
I still need the answer to this question.
We are not allowed to just answer a question.
I know the vertical shift is 4 up
And how did you get this ?
Sorry but I have to go now. Please post your answer and I would review it later. Sorry
youre no help
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