P is the point (3, -1). Q is the point (-4, -4). What is the length PQ?

Q: Sketch the points B = (-5, 0) and C= (-3, 3).

A: Given data: The first point given is B=(-5,0). The second point given is C=(-3, 3). The sketch of…

Q: Explain how to plot the point (3, -2, 1) in ℝ3.

A:

Q: Explain how you could test whether or not the point (5, 3) falls on the line represented by the…

A: Equation of the line is y=-4x+23 and the point is 5, 3. Now put x=5  &  y=3 in y=-4x+23, we get…

Q: Identify the Põints 4 3 M 2

A: Basically , The point (x,y) indicates the distance x from y axis and y distance from the x axis .

Q: Find the midpoint of A and D. 4- A C 2- -8 -6 -4 -2 2 4 8 D -4 -8- 2. 6,

A: We know that , Let Point A =( a , b ) and point B= ( c , d ) The midpoint of A and B is ( ( a + c )…

Q: What is the distance of these two points  -2,6   5,9

A: Given the co-ordinates   (−2,6) and (5,9)

Q: Find the point of the way from (8.-3. 1) to (-6.-10.-3). 0 P=0 0

A:

Q: In the ordered pair (21, 22), the     -coordinate is 21.

A: For the coordinate system,

Q: What are the coordinates of the midpoint of the line segment with endpoints J(-6, 3) and K(4, -2)?…

A:

Q: 21 Draw APQR by plotting the points P(-5, 1), Q (-5, 4), R (-1, 4). What is the relationship between…

A: Given points are P−5,1, Q−5,4 and R−1,4. First of all draw the triangle PQR, shown as follows

Q: Find the distance between the points. (8, 7), (0, 22).

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Q: Find the distance of PQ P(-3, -9) and Q(12, -11)

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Q: Find the midpoint of the line segment with the given endpoints : (-2, -1) and (-8, 6)

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Q: Which point below is on the line y: 2? (-2,0) (1.3) a. c. b. (-6,-4) d. 1/3

A: Solution-

Q: Find the point of the way from (7.2. -2) to (-7.-9. -7).

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Q: find the midpoint for A( -5 , 0 ) B( -15 , 6 )

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Q: 1. у3-x +2х +3

A:

Q: Translate the point (-5, -2) given the rule (x, y) --> (x + 3, y - 6

A: given point (-5,-2), we have to translate it to new point  let P be the point  P(x+3,y-6)