13.4 Motion along a curve Progress saved Done Score: 0/50 0/5 answered Question 1 0/10 pts ') 100 @ Details Find the position vector for a particle with acceleration, initial velocity, and initial position given below. a(t) = (2t, 6 sin(t), cos(5t)) "(0) = (4, 2, 2) F(0) = (1, 1, - 4) T (t ) = Question Help: Video Submit Question 13.4 Motion along a curve Progress saved Done & Vo Score: 0/50 0/5 answere . Question 2 0/10 pts ' 100 @ Details Find the tangential and normal components of the acceleration vector for the curve F(t) = (t, - 5t, - 3t) at the point t = - 2 a( - 2) = T + IN Give your answers to two decimal places Submit Question 13.4 Motion along a curve Progress saved Done & Voce Score: 0/50 0/5 answered . Question 3 0/10 pts ' 100 @ Details Find the velocity vector for the position vector r(t) = Next question You can retry this question below U Given 11(3, y, z) = 3?, find 1 \"2(3' y, Z) - I w, s. z) = ' \"3(31 9:1) ' Hint: Recall a: = em\") and ln(a:") = rln{:l:}. Submit Question Score on last try: 0 of 10 pts. See Details for more. > Next question You can retry this question below Use the above table to estimate the follmving values. 141,2) m m1, 3) a: i i own, 2) as Hint: Note that fall. 2) as Submit Question 14.3 Partial Differentiation pmgmsssaved Done ,3, {5' 5tore:20f70 2!? answered far-(1! 3) _ facts 2) 3 2 ' 0 Question 5 r B one pts 0 100 (D Details Find the tangent plane to the equation 2: = 2y 003(33 5-9) at the point (5,3,6) Question Help: IE] Video Submit Question 14.3 Partial Differentiation Score: ZONE! 2!? answered Progress saved Done 5 ' 0 Question 6 r I3 0:10 pts '5) 100 (D Details Find the normal vector to the tangent plane of z = 23', ' 23 at the point (4,8,2) x component = I y component = | 2 component = -1 Submit Question 14. 3 Partial Differentiation Progress saved Done a 1'5 ' Score: INFO IITanswert-d .Question? v El/onoms '0100 Details a:2 ya :3 Given an ellipsoid whose equation is 52 + 42 + g = 1. find the zintercept of the tangent plane of the ellipsoid at the point P(1.684, 3.369, 2.526}. Your answer: | Note: Your answer is judged to 3 decimal places of accuncy. Submit