Algebra and Trigonometry (MindTap Course List)
4th Edition
ISBN: 9781305071742
Author: James Stewart, Lothar Redlin, Saleem Watson
Publisher: Cengage Learning
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- Find the vector and parametric equations of the line through the points A = (2,4,7) and B = (−1,5,3).arrow_forwardWrite the equation of the line passing through P with direction vector d in vector form and parametric form. P = (2, 0, -3), d = (a) vector form [:]- = y +t 3 000 (b) parametric form (Enter your answers as a comma-separated list of equations.)arrow_forwardFind parametric equations for the line through the point P(-5,6,7) and perpendicular to the vectors u = - 6i + 7j+ 7k and v = - 5i + 4j -7k. O A. x= -77t-5 y = 77t+ 6 Z= 11t + 7 O B. x= - 77t + 5 y = -77t-6 Z= - 7t-7 O D. x= - 77t - 5 y = - 77t+6 Z = 11t +7 O C. x= - 77t-5 y= - 77t+6 Z= - 7t+7arrow_forward
- Sketch the vectors 7+wand - W. (2, 3, -6) and w (-1,1,1) and draw -7,arrow_forwardA line contains the points P=(−6,−2,−3)P=(-6,-2,-3) and Q=(−4,−3,−6)Q=(-4,-3,-6). A vector equation of this line is →x=−−→OP+t−−→PQx→=OP→+tPQ→, where OO is the origin.If t=2t=2, what point does this give us from the equation?arrow_forward
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