X(t)=acos(ωt+φ)
How Long Can A Pokemon Stay In A Gym, How long can a Pokemon stay in a gym without berries, 1.26 MB, 00:55, 640, Ask About SPORTS, 2020-08-07T21:37:34.000000Z, 19, How long can a pokemon stay on a gym? | Pokemon GO Wiki - GamePress, pokemongo.gamepress.gg, 1440 x 1280, png, pokemon gym stay gamepress pokemongo, 20, how-long-can-a-pokemon-stay-in-a-gym, KAMPION X(t) = acos(ωt+φ) has a maximum when cos(ωt+φ) = 1. The latter implies that the maximum of the displacement closest to time t = 0 occurs when ωt + φ = 0 or t = −φ/ω. If φ < 0, then this maximum occurs for positive t, as shown in fig. 14. 7 of giancoli. An example of a typical problem would be, you're given some initial conditions (say: Period and amplitude of the oscillator) and asked to find the equation x(t)= acos(ωt+φ) using what you already know. For the most part it's okay, just using formulas, but when it comes to solving for φ i just can't do it! The object oscillates about the equilibrium po...