Lo the ry-plane at the point I = I, + m(x² + y) where I, is the moment of inertia about (0,0). (This is a version of the theorem of paralle mechanics. This theorem, along with a table of moments of inertia for standard shapes gi books, allows us to quickly find the moment of inertia around other axes as needed.)

Q: QUESTION 1 x(t) = t – t2 y(t) = t3 Find dy/dx whent = 2. Round off to two decimal places.

Q: Find the parametric equation of x, y, z where : . z2 = x2 + y2 p. 9 = x2 + y² Nhat is the name of…

Q: The Parallel Axis Theorem: O Only applies to rectangular areas. Is used to convert rectangular…

Q: Question 3. Consider the function f(z, y, z) = 1² + y² +2z2 – 2r – 4y – 8z. The set of points where…

Q: Now that we have our angular velocity, we can write our parametric equations. Remember that x = r…

Q: Solution r(t) = 6 cos(t) i + 6 sin(t)j + 3tk. The parametric equations for this curve are x= y = 6…

Q: Sketch the parametric curve at R* whose parameterization is given by a (t) = (cos (t), sin (1), t),…

Q: Give a parametric equation representation for each curve. a) y = x2 – a x(t) y(t) = t^2-t b) 25a? +…

Q: 1 Write the parametric equations x = 1 + ½ 2, y = t − 2 as a vector function, and then plot the…

Q: Let 7 (t) = Find a parametric equation of the line tangent to 7(t) at the point (5, 20, 1.792) x(t)…

Q: 1. Consider the curve in parametric form x(t) = t³ - 3t a) Find the point(s) where the tangent line…