physics Question
What's the question?
solve above numerical.@AZ
@AZ
So the y-component stays the same since it's at a fixed height Do you agree?
Now we're trying to figure out what the x-component is at t = 45 seconds we know that at t = 30, the x-component is 8.04 * 10^3 m we need to figure out how fast it is going and then use that to find the distance it would have travelled by 45 seconds
Our first step should be to create a graph to represent our information. |dw:1615143661329:dw| We also have the information that at 0, or the most left side of where the plane is, the plane is 7.60 x 10, and 30 seconds later it's (8.04 x 10) + (7.60 x 10) Our first step is to find the velocity, wihch is the change in x over the change in time, x/t. Meaning, our first equation is (8.04 x 10^3)/30s. Which gives us 268 m/s. Since we know that the change in x over the change in time can give us v, we can reverse engineer the equation to gives us the change in x when we use 45 as the change in time. Something like this: x=V(t) x=(45)(268) x=12,060m Now just square "12,060^2 + 7600^2 which gives us our magnitude of 1.43 x 10m
and to find the orientation/direction \(\Large \theta = tan^{-1} \left( \dfrac{ P_{45y} } {P_{45x} } \right)\) remember that \( \vec{P_{45y}}\) remained the same as 7.60 * 10^3
thanks
You're welcome!
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