A particle is moving with a position function given by 3(t) = 61:2 %t3 with position in metres and time in seconds. When is the particle at rest? 0125 005 0 it never stops OOandlZs The slope of the tangent line to N/a: + y + 1My 2 2y at the point (2,2) is: Find the extreme values of the function on the given interval: f(ac) = 32+ 10;1