Aircraft Carrier#
Plane A takes off with a velocity of \(\vec{v_A}\) = (220 \(km/h\))\(\hat{\imath}\) relative to the aircraft carrier. On a second runway which is directed 30\(^{\circ}\) away from the \(x\)-axis, plane B has a speed of 159 \(km/h\) relative to the aircraft carrier.
For |
Use |
---|---|
\(\hat{i}\) |
i_hat |
\(\hat{j}\) |
j_hat |
Part 1#
What are the x- and y-components of the velocity of plane A as measured by the pilot of plane B?
Your answer should be of the form 100*i_hat -50*j_hat
since it’s a symbolic question, it won’t resolve the math for you so round the x and y components to the nearest integer.
Answer Section#
Attribution#
Problem is licensed under the CC-BY-NC-SA 4.0 license.