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  1. In this tutorial, we will walk you through the process of making a velocity vs time graph on Excel, so you can harness the power of this software for your scientific and engineering projects. Key Takeaways. Velocity vs time graphs are crucial for understanding an object's motion and acceleration.

  2. A cart is moving and its speed was increasing constantly. The velocity of the cart was measured at different times and recorded as shown below. Using Sheet 2 in Excel, enter the following data with time t in column A and velocity V in column B. a) Make a Velocity vs. Time graph using Excel’s Chart Wizard with t plotted on the x axis

  3. The equation of motion is than simply. or dv = gdt. The discretized version of this might be written delta_v = g.delta_t. This means that in a time interval delta_t, the velocity will increase by g times delta_t. Taking the initial velocity to be zero, we enter 0 in C12, then in C13 put " =C12 + g*delta_t ".

  4. Excel writes p as PI(). So the formulas we want are: v_x_init = v*cos(theta*PI()/180), v_y_init = v*sin(theta*PI()/180). In A3 write: Projectile fired at speed v at angle theta degrees to horizontal. In A5 write v=, in A6 write theta=. Insert the corresponding names in B5 and B6.

  5. This tutorial simplifies the previous model and manages to describe the (x,y) flight coordinates using just two formulas placed on columns D and E. A custom VBA trajectory function will be introduced in the next section which preserves the effects of gravity and aerodynamic drag.

  6. To calculate velocity, you can use the formula: = (Final Position - Initial Position) / Time. Simply input this formula into a cell in your Excel worksheet, replacing "Final Position," "Initial Position," and "Time" with the corresponding cell references. B. Applying the division function for final velocity calculation

  7. The formula for acceleration is a = (v - u)/t, where v is the final velocity, u is the initial velocity, and t is the time. Excel can be used to gather and organize data, as well as to calculate acceleration using simple functions like subtraction and division.

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