How to solve an equation of motion for 螖t?

The original equation of motion is 螖y = Vo*螖t + (1/2)*a*(螖t^2).



Thanks in advance.How to solve an equation of motion for 螖t?In order to use the quadratic method, you must first define your equation differently, by first setting one side equal to zero, then finding the squared term, the linear term, and the constant term.How to solve an equation of motion for 螖t?Thanks, I realized i had top make Vo=0, which I did not realize at the time. Thanks anyway though

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How to solve an equation of motion for 螖t?Use the quadratic formula, or "re-invent the wheel" and essentially derive your own quadratic formula using the complete the square technique.



Mr. Beg is correct, you first need to gather all terms to one side prior to using the quadratic formula, such that your entire equation equals zero. I didn't mention this earlier, because the step is trivial.



Some times, items such as Vo, or 螖y are zero, which enables you to cancel them out and have a much easier problem to solve. Additionally, the symmetry of this equation can assist you in finding the answer, without taking the long route.