Motion in two or three dimensions

AI Thread Summary
To solve the motion problem in two or three dimensions, start by breaking down the initial speed into vertical and horizontal components using Vx = V0*cos(53) and Vy = V0*sin(53) - g*t. These equations will help determine the time taken to cross the river and the time for the car's vertical motion. It's essential that these two times are equal for the problem to be correctly solved. The equation Vy = V0*sin(53) - g*t is confirmed as accurate for calculating vertical motion. Understanding these components is crucial for successfully tackling the problem.
Faka
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Hi. I am lost in this problem. Could someone tell me what to do. How to start with the problem?
 

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Faka said:
Hi. I am lost in this problem. Could someone tell me what to do. How to start with the problem?

Start by considering the vertical and horizontal components of the initial speed.
 
Which equation do I need to use?
 
Faka said:
Which equation do I need to use?

One of the components is Vsin(53) the other is Vcos(53)
 
Vx = V0*cos(53,0)

Vy = V0*sin(53,0)
 
Faka said:
Vx = V0*cos(53,0)

Vy = V0*sin(53,0)

Now you have to use them.

One will tell you how long it takes to get across the river, the other will let you calculate how long it takes the car to go up in the iar, then come back down again to the height of the far bank, and those two times have to be the same.
 
I have just seen in my book, that the last equations needs to be:

Vy = V0*sin(53,0) - g*t

Is that true?

So I get these two equation, that I need to use as you said:

Vx = V0*cos(53,0)

Vy = V0*sin(53,0) - g*t
 
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