What is the magnitude of the vertical component of velocity of the plane?
Answer in units Km/h
To find the magnitude of the vertical component of velocity of the plane, we need to know the total velocity vector of the plane and its angle of elevation.
1. Find the total velocity of the plane: The total velocity of the plane consists of both horizontal and vertical components. If you have the separate horizontal and vertical velocities, you can use the Pythagorean theorem to find the total velocity using the formula:
total velocity = √(horizontal velocity^2 + vertical velocity^2)
2. Identify the angle of elevation: The angle of elevation refers to the angle between the horizontal direction and the direction of the plane's motion. You need to know this angle in order to determine the vertical component of velocity.
3. Calculate the vertical component of velocity: Once you have the total velocity and the angle of elevation, you can find the vertical component of velocity using the formula:
vertical velocity = total velocity * sin(angle of elevation)
Note: Make sure to use consistent units for all calculations. If the total velocity is given in km/h and the angle of elevation is in degrees, you'll need to convert the angle to radians before using the trigonometric functions.
By following these steps, you can find the magnitude of the vertical component of velocity of the plane in km/h.