Recent content by mastermind1

You have been telling me to do the same thing over and over, and I don't understand it. You are an expert. And, I appreciate your help. But, if I am your student in this case, and I am not understanding it, then you should help me with a different approach. Please, help me in a different way.

You know what I am trying to tell you. If I had understood what you were trying to tell me, I would have done it by now. I don't get it.

I don't think I get it yet. You will need to help me with equations.

So you are saying that 30Hz is the total change in frequency I hear for towards and away. That means that I hear 15 Hz for towards and 15 Hz for away. If so, then it is 3000-15=2985(away) and 3000+15=3015(towards). Then I just use the equation I used above to get the answer.

That's what I am doing. I added and subtracted 30Hz.

Could you please elaborate on that. And, give me a hint.

A kid is riding a bike and is ringing bell of 3000 Hz. You are standing still on the sidewalk.When the bicycle moves toward you, you hear a shift in the frequency of the bell. In addition, when the bicycle moves away from you, you hear a different shift in the frequency of the bell. If there is...

Exactly. I know what you are saying about plugging everything in. What if we use Euler's algorithm to find the answer ? Any ideas about that ?

Homework Statement I want to calculate velocity and height at each time interval Time intervals: 1,2,3 (seconds) equilibrium height = 3 meters amplitude = 0.2 angular frequency = 48 rad/s phase shift = 60 Homework Equations y(t) = equiheight + Amplitude*sin(angfre*t +...

I just chose 3 as a random number. It can be anything. Help me. Choose whatever number you want but try to keep it as low as possible. And, why is it not possible with three. Practically, that is what is happening. As the time increases the height decreases. The ball is initially at rest before...

Homework Statement time = 1 seconds, 2 seconds, 3 seconds, 4 seconds, 5 seconds acceleration due to gravity = -9.8 m/s^2 Max. Height = 3 meters Homework Equations d = vit + 1/2at^2 v = d/t The Attempt at a Solution I actually have to create values myself, so that the as the...