Answers to Math Exercises & Math Problems: Analytic Geometry of the Straight Line and Plane

Exercises

joomla template

internet security reviews

Answers to Math Exercises & Math Problems: Analytic Geometry of the Straight Line and Plane

Show Answer to the Exercise:

$1.$

$Analytic geometry of the straight line and plane - Answers to Exercise 1$

$2.$

$Analytic geometry of the straight line and plane - Answers to Exercise 2$

$3.$

$Analytic geometry of the straight line and plane - Answers to Exercise 3$

$4.$

$Analytic geometry of the straight line and plane - Answers to Exercise 4$

$5.$

$Analytic geometry of the straight line and plane - Answers to Exercise 5$

$6.$

$Analytic geometry of the straight line and plane - Answers to Exercise 6$

$7.$

$Analytic geometry of the straight line and plane - Answers to Exercise 7$

$8.$

$Analytic geometry of the straight line and plane - Answers to Exercise 8$

$9.$

$Analytic geometry of the straight line and plane - Answers to Exercise 9$

$10.$

$Analytic geometry of the straight line and plane - Answers to Exercise 10$

$11.$

$Analytic geometry of the straight line and plane - Answers to Exercise 11$

$12.$

$Analytic geometry of the straight line and plane - Answers to Exercise 12$

$13.$ b_AB: 4x + 5y – 33 = 0; b_AC: 7x – 4y + 6 = 0; b_BC: x – 3y + 30 = 0

$14.$ $The points C and D lie on the straight line AB, and therefore the points A, B, C, D$ lie on one straight line
parametric equations: x = 3 – 4t; y = 4 – 2t; t∈R
general equation: x – 2y + 5 = 0
slope-intercept equation: y = $0.5x + 2.5$

$15.$

$Analytic geometry of the straight line and plane - Answers to Exercise 15$

$16.$ p: x = 2 + t; y = –1 – t; z = 2 + t; t∈R

$17.$ parametric equations: x = –4 + 2t + 3s; y = t – 4s; z = 2 – t – 3s; s,t∈R
general equation: 7x – 3y + 11z + 6 = 0

$18.$ α : x – 2y + 5z – 20 = 0

$19.$ σ : x – 2y + 2z + 3 = 0

$20.$ BCV : 3y + z – 12 = 0

You might be also interested in:

- Relative Positions of Lines and Planes

- Conic Sections

joomla template

internet security reviews

Copyright © 2015-2023 math-exercises.com - All rights reserved.
Any use of website content without written permission is prohibited.