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Draw the vector and find the X and Y components. \(\vec{A}\) = 8m[E 30\(^\circ\) N]
Find the X and Y components of the vector \(\vec{A}\) = 8m[S 40\(^\circ\) W]
Given F\(_x\) = -5 N and F\(_y\) = +8 N find \(\vec{F}\)
Add the following vectors to find \(\vec{R}\) \(\vec{R}\) = 5[N] + 7 [E 30 S] + 4 [S 20 W] + 3 [N 60 W]
Subtract the following vectors to find \(\vec{R}\) \(\vec{R}\) = 6.0 \(\frac{w}{s}\) [E 30 \(^\circ\) N] - 8.0 \(\frac{w}{s}\) [S 20 \(^\circ\) W]
A car drives at 8 m/s [E 30 N], turns the corner and travels 5 m/s [E]. What was it's acceleration if this took 2 s?
A car accelerates at 3 m/s\(^2\) from rest for 10 s. How far does it travel?
A car is moving at 100 km/h. It stops in 5.0 s. What is the car's acceleration?
A ball is thrown off a building. If the ball is thrown up at 5 m/s and lands 3 seconds later
A key falls from a bridge that is 45 m above the water. It falls directly onto a model boat moving with constant velocity that is 12 m in front of the point of impact when the key is released. What is the speed of the boat?
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