B. Find the general equation of the line satisfying the given properties:1. Passing through (2, 4) with the slope of -3.2. y-intercept of -2 and the slope of 3.3. Passing through the point (0, 0) with the slope of 2.4. Vertical that passes through the point (6, 0).5. Passing through the points (-3, 4) and (2, 6). Solve the following: show your solution.1. Find the distance of the line segment connecting the points:O A(3,7) and B(-5,7)OOOOOE(-3,8) and F(-3,-3)OG(4, 10) and H(-9,7)K(9,12) and M(-8,-7)2. Find the slope of the line connecting the given pairs of the points:G(4,10) and H(-9,7)K(1, 2) and M(-4,-4)K(9,12) and M(-8,-7)3. Find the equation of the line in general form passing the point (13, 7) with a slope of 8.4. Find the distance between the point (-12, -9) and the line 9x + 15y - 14 = 0.

We are allowed to solve only first 3 sub parts. kindly repost others. Thank you Given 1. Passing…

B. Find the general equation of the line satisfying the given properties: 1. Passing through (2, 4) with the slope of -3. 2. y-intercept of -2 and the slope of 3. 3. Passing through the point (0, 0) with the slope of 2.

B. Find the general equation of the line satisfying the given properties: 1. Passing through (2, 4) with the slope of -3. 2. y-intercept of -2 and the slope of 3. 3. Passing through the point (0, 0) with the slope of 2.

Holt Mcdougal Larson Pre-algebra: Student Edition 2012

1st Edition

ISBN:9780547587776

Author:HOLT MCDOUGAL

Publisher:HOLT MCDOUGAL

Chapter8: Linear Functions

Section8.4: The Slope Of A Line

Problem 14E

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Question

B. Find the general equation of the line satisfying the given properties:
1. Passing through (2, 4) with the slope of -3.
2. y-intercept of -2 and the slope of 3.
3. Passing through the point (0, 0) with the slope of 2.
4. Vertical that passes through the point (6, 0).
5. Passing through the points (-3, 4) and (2, 6).

Solve the following: show your solution.
1. Find the distance of the line segment connecting the points:
O A(3,7) and B(-5,7)
O
O
O
O
O
E(-3,8) and F(-3,-3)
O
G(4, 10) and H(-9,7)
K(9,12) and M(-8,-7)
2. Find the slope of the line connecting the given pairs of the points:
G(4,10) and H(-9,7)
K(1, 2) and M(-4,-4)
K(9,12) and M(-8,-7)
3. Find the equation of the line in general form passing the point (13, 7) with a slope of 8.
4. Find the distance between the point (-12, -9) and the line 9x + 15y - 14 = 0.

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