What are the units of Vy and Vx? Do you have enough information in your given data to deliver those units in a calculation?Guphanti said:Homework Statement
Change in X=0.104m
Change in Y=.067m
Find time, Vy final and Vx.
This is probably extremely simple, but I can't seem to figure it out. Once I understand how to do this one I can do the rest.
Thanks.
gneill said:What are the units of Vy and Vx? Do you have enough information in your given data to deliver those units in a calculation?
There is not a problem statement, these are results from a demonstration that we are asked to calculate the time, final vertical velocity, and horizontal velocity of.mfb said:Without further information, this is impossible. Please give the full, exact problem statement.
Okay, but there is no way that we could know that unless you tell us. A description of the demonstration and the goal of your calculation would have helped us to help you more quickly.Guphanti said:There is not a problem statement, these are results from a demonstration that we are asked to calculate the time, final vertical velocity, and horizontal velocity of.
"Find Time, Vyf & Vx Given Change in X & Y" is a mathematical equation used to calculate the time (t), velocity in the y-direction (Vfy), and velocity in the x-direction (Vfx) when given the change in position in the x-direction (Δx) and y-direction (Δy).
This equation is often used in physics and engineering to analyze the motion of an object in two dimensions. It can help scientists and engineers understand the velocity and time it takes for an object to move from one position to another.
The units for time (t) are typically in seconds (s), while the units for velocity (Vfy and Vfx) are often in meters per second (m/s).
Yes, this equation can be used for any type of motion in two dimensions, including linear motion, projectile motion, and circular motion.
The accuracy of this equation depends on the accuracy of the measurements used for the change in position in the x and y-directions. In real-world situations, factors such as air resistance and friction may also affect the accuracy of the calculated values.