Determine the parametric equations \(x=f(t)\text{,}\) \(y=g(t)\) that describe the motion for the duration \(0\leq t\leq 2\pi\text{.}\) Answer \(x=-5\sin t, \ y=5\cos t, \ t\in[0,2\pi]\text{.}\) 2.

Tinkercad is like the hamburger helper of 3D design. You hate to admit you use it, and you know you should put in more effort, but — darn it — it’s easy, and it tastes pretty good… ...

Geometry of conservation laws for a class of parabolic PDEs II: Normal forms for equations with conservation laws. Selecta Math. (New Series).3 (1997) 497-515. Homogeneous Backlund transformations of ...

The parametric method of value at risk (VaR) determines VaR from the standard deviation of the investment portfolio's returns. It assumes normal distribution (risk factor returns are normal and ...