A man is in a car is moving with velocity 36 kilo meter per hour. His speed with respect to the car is
4 answers
zero, as the man is stationary with respect to the car.
Angle between components Ax and Az
Angle between x and z components
The angle between x and z components can be found using trigonometry. Assuming we have a right-angled triangle with sides Ax, Az and hypotenuse h, we can use the tangent function to find the angle between Ax and Az:
tan(theta) = opposite/adjacent = Az/Ax
theta = tan^-1(Az/Ax)
So the angle between Ax and Az is equal to the inverse tangent of Az divided by Ax.
tan(theta) = opposite/adjacent = Az/Ax
theta = tan^-1(Az/Ax)
So the angle between Ax and Az is equal to the inverse tangent of Az divided by Ax.