Find parametric equations for the line segment joining the points (-6, 7) and (4, 5). x=7-2t, y =-6+10t, for 0

Q: 1.- (-3,-2) 2.- (3, 3) 3.- (1,--5). 4. (4,-4) 4 5.-(-3,--5) 6.- (3,-5) 7.+ (-2,-4) 8. (1, -3)

A: rectangular coordinate are (x,y)

Q: Parallel to y + 8x = 4, through (3, 4); slop- intercept form

A: The line is parallel to y+8x=4, passes through 3, 4

Q: The midpoint between the points (6, -7, -2) and(-2, 1, 4) is

A: The solution of the problem is given in the next step.

Q: Find the distance of the line 4x + 7y+ 5 = 0 from the point (1, 2) along the line 2x - y= 0.

A: Consider the provided question, (21) First find the intersection point of the two lines,

Q: Find the midpoint between the coordinate points (1, - 4) and (4, 0).

A: We can solve the problem by the formula of obtaining midpoint.

Q: Find the equation of line that passes through the point (-7,-8) and perpendicular to the line meetin…

A:

Q: Point (4, n) lies on the line through the point (1, 2) that is parallel to the line with equation 5x…

A: *****There is a problem with the given equation :  5x 3y = 8. so I will solve it by assuming two…

Q: Find equation of two different lines l2 and l3 through the point (6,-4) that are parallel to the…

A: The equation of line in standard form is ax+by=k where k is a constant. Since the equation of the…

Q: Find the Midpoint M of the line segment joining the points Q=(-6,5) and D=(0,-3)

A: