19. Match the parametrizations (a)-(d) below with their plots in Figure 15, and draw an arrow indicatingthe direction of motion.20+10-(1)(I1)(III)(IV)FIGURE 15(a) c(t) = (sin t, -t)(b) c(t) = (12 – 9, 8t-)(c) c(t) = (1 – 1,1² – 9)(d) c(t) = (4t +2, 5 – 3t)

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Answered: 19. Match the parametrizations (a)-(d)…

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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3. (4r°y (d) 2-13 3. (e) x Upload Choose a File /3
Express the given parametric equations of a line using bracket notation and also using i, j, k notation. (a) x = 6t, y = - 4 + 3t O (x, y) = (0, 4) +1 (6,3) ai + bj = -4j + t (6i + 3j) O (x, y) = (0, 4) + t (6, 3) ai + bj = 4j+ t (6i + 3j) O (x, y) = (0, 6) + (-4, 3) ai + bj = − 4j + t (6i + 3j) O(x, y) =(4,0) + t (3,6) ai + bj = −4i + t (3i + 6j) O (x, y) = (6,3)+1(0, - 4) ai + bj (6i + 3j) +t(-4j) (b)x= 4 + 6t,y=4+9t, z = 87t O (x, y, z) = (-4, 4, − 8) +1(-6, ai + bj + ck = 9,7) ( − 4i + 4j - 8 k) + t ( − 6i - 9j + 7k) O (x, y, z) = (4, ai + bj + ck = 4, 8) + t (6, 9, - 7) (4i − 4j + 8 k) + t (6i + 9j – 7k) O (x, y, z) = (6,9, −7) +1(4, - 4,8) ai + bj + ck = (6i + 9j − 7k) + t(4i - 4j + 8k) O (x, y, z) = (-6, 9, 7) + 1 - 4, 4, 8) ai+bj + ck = ( – 6i – 9j + 7k) + t( − 4i + 4j − 8k) O (x, y, z) = (4, 4, 8) + t (6,9,7) ai + bj + ck = (4i +4j + 8 k) + t (6i + 9j + 7k)
determine the parametric equations of the tangent axis to the ellipse x²/9+y²/4=1 at the point T = (3*sqrt(2))/2 , sqrt (2) )
What are the coordinates of points A and A’ ?
(20 Ex3 Find Equation of plane poss through point (3,-, 2) and the vectus A=itj+k', B= 2i-it3k
Express the given parametric equations of a line using bracket notation and also using i, j, k notation. (a) x = 6t, y = - 4 + 3t O (x, y) = (0, - 4) + t (6,3) ai + bj = −4j + t (6i + 3j) O(x, y) = (0, 4) + t (6, 3) ai + bj = 4j + t (6i + 3j) ○ (x, y) = (0, 6) + t ( − 4, 3) ai + bj - 4j + t (6i + 3j) - (x, y) = (-4, 0) + t (3, 6) ai + bj = − 4i + t (3i + 6j) (x, y) = (6, 3) + t(0, − 4) ai + bj = (6i + 3j) + t ( − 4j)

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19. Match the parametrizations (a)-(d) below with their plots in Figure 15, and draw an arrow indicating the direction of motion. 20+ 10- (1) (I1) (III) (IV) FIGURE 15 (a) c(t) = (sin t, -t) (b) c(t) = (12 – 9, 8t-) (c) c(t) = (1 – 1,1² – 9) (d) c(t) = (4t +2, 5 – 3t)