
A line segment has one endpoint at the coordinate (0, 1) and a midpoint at the coordinate (2, 4). Find the other endpoint. a.)(1, 7) b.)(4, 7) c.)(1, 25)

A line segment on a number line has its endpoint at 9 and 6. Find the coordinate of the midpoint of the segment. 1.5 1.5*** 2 3

pb is a line segment on a number line. it has endpoint at 2 and 12. what is the coordinate of it's midpoint? Show your work so that way i can understand it

find the other endpoint of a line segment with the given midpoint and one endpoint. Endpoint: (0,0) midpoint: (4, 3) I would Double the midpoint and add on the endpoint The other endpoint would be (8, 6) is this correct?

Find the coordinates of the midpoint for the following equation: y = 2x^2 + 20x + 1. Your answer should be in the form (xcoordinate, ycoordinate). (Hint: Find the xcoordinate by using the Midpoint Formula [b / (2a)]. Then find the ycoordinate by


1.A line segment on a number line has its endpoints at 9 and 6 find the coordinate of the midpoint of the segment. Answer choices are A.1.5 B.1.5 C.2 D.3 2.find the coordinate of the midpoint of HX given that H(1,3) and X(7,1). Answer choices A.3,1

The coordinate of the midpoint of segment AB is (3, 2). Find the coordinate of A if the coordinate of B is (0, 2). A = (6,2) (3/2,2) (3,2)

Find the other endpoint of the line segment with the given endpoint and mid point. 1. Endpoint:(1, 9), midpoint: (9, 10) 2. Endpoint: (2, 5), midpoint: (5, 1) 3. Endpoint:(9, 10), midpoint: (4, 8)

A line segment on a number line has its endpoints at 9 and 6. Find the coordinate of the midpoint of the segment. A. 1.5 B. 1.5 C. 2 D. 3 2. Find the coordinates of the midpoint ~hx(line over hx) given that H(1,3) and X(7,1). A. (3,1) B. (0,4) C.

A,B are two points on a given line L.L is the midpoint of the section AB. find the coordinate of point B if the coordinate of A=7 and the coordinate of L=4

Find the length of a line segment  CD with endpoint C at (3, 1) ad endpoint D at (5, 6). round your answer to the nearest tenth, if necessary. A. 9.4 B. 5.4 C. 3.6 ] D. 11.7 Find the midpoint of a segment FG with point F at (6, 4) and midpoint G at

One endpoint and the midpoint of a segment are given. Find the coordinates of the other endpoint. Show all your work. A. Endpoint: (1,9) Midpoint: (9,10) Endpoint: _______ B. Endpoint: (9,10) Midpoint: (4,8) Endpoint: ________

I think my teacher might have made a mistake while grading homework. I'd like a second opinion if possible.. Q; The midpoint of line UV is (5,11). The coordinate of one endpoint are U (3,5). Find the coordinates of the endpoint V. My answer was V(7,27)

Line segment AB has a midpoint C Help? If AC=17 and AB = 5x6, then find the value of x A. 34 B.8 C. 23/5 D. 20 Answer: D 2. Suppose the coordinate of p=2 and PQ=8 and PR=12. Whare are the possible mid point for line segment PQ?

Line segment AB has a midpoint C Help? If AC=17 and AB = 5x6, then find the value of x A. 34 B.8 C. 23/5 D. 20 Answer: D 2. Suppose the coordinate of p=2 and PQ=8 and PR=12. Whare are the possible mid point for line segment PQ?


Line segment AB has a midpoint C Help? If AC=17 and AB = 5x6, then find the value of x A. 34 B.8 C. 23/5 D. 20 Answer: D 2. Suppose the coordinate of p=2 and PQ=8 and PR=12. Whare are the possible mid point for line segment PQ?

Line segment AB has a midpoint C Help? If AC=17 and AB = 5x6, then find the value of x A. 34 B.8 C. 23/5 D. 20 Answer: D 2. Suppose the coordinate of p=2 and PQ=8 and PR=12. Whare are the possible mid point for line segment PQ?

A line segment on a number line has its endpoints at 9 and 6 find the coordinate of the midpoint of the segment please help the answer choices are A.1.5 B.1.5 C.2 D.3

a line segment on a number line has its endpoints at 9 and 6. Find the coordinate of the midpoint of the segment.

Points X and Y are on a number line, and Y partitions XZ segment into two parts so that the of the length of XY segment to the length of YZ segment is 5:7. The coordinate of x is 1.3, and the coordinate of Y is 3.8. What is the coordinate of Z? someone can

Points X and Y are on a number line, and Y partitions XZ segment into two parts so that the of the length of XY segment to the length of YZ segment is 5:7. The coordinate of x is 1.3, and the coordinate of Y is 3.8. What is the coordinate of Z? Help help

Points X and Y are on a number line, and Y partitions XZ segment into two parts so that the of the length of XY segment to the length of YZ segment is 5:7. The coordinate of x is 1.3, and the coordinate of Y is 3.8. What is the coordinate of Z?

Find the other endpoint of a line segment with the given midpoint and one endpoint. Endpoint:(0,0); Midpoint:(2,8). My answer is:(4,16). Is this correct? Thanks.

Line pb is a line segment on a number line. It has endpoints at 2 and 12. What is the coordinate of its midpoint. My answer would be the total length pf pb is 14 units so the midpoint would be 7.

please help, i procrastinated and now this is due tomorrow!! A tangent line is drawn to the hyerbola xy=c at a point P. 1) show that the midpoint of the line segment cut from the tangent line by the coordinate axes is P. 2) show that the triangle formed by


A tangent line is drawn to the hyerbola xy=c at a point P. 1) show that the midpoint of the line segment cut from the tangent line by the coordinate axes is P. 2) show that the triangle formed by the tangent line and the coordinate axes always has the same

Could you check this Directions: Given the coordinate of one endpoint of AB and its midpoint M, find the coordinates of the other endpoint. 1. A(0,9), M(2,5) X 2(0)= 2 Y 59= 4 M (2,5)+(2,4) A= (4,1)

Point T is the midpoint of line JH. The coordinate of T is (0, 5) and the coordinate of J is (0, 2). The coordinate of H is: (0, 8) (0, 3) (0, 7) (0, 11)

find the other endpoint of a line segment with the given midpoint and one endpoint. Endpoint: (6, 4); midpoint: (3, 5)

Find the other endpoint of a line segment with the given midpoint and one endpoint. Endpoint (6, 4): midpoint (3, 5).

Find the other endpoint of a line segment with the given midpoint and one endpoint. Endpoint: (0, 0); Midpoint: ( 2, 8)

Find the other endpoint of a line segment with the given midpoint and one endpoint. Endpoint: (0, 0); Midpoint: ( 4, 2)

Find the other endpoint of a line segment with the given midpoint and one endpoint. Endpoint (6, 4): midpoint (3, 5).

Find the other endpoint of a line segment with the given midpoint and one endpoint. Endpoint: ( 6, 1); Midpoint:(15/2,2

find other endpoint of line segment with a given endpoint and midpoint endpoint (2,1) Midpoint (7, 2)


M is the midpoint of line segment AB.Find the missing coordinate for each 10a. A:p4 M:8 B:p+12 must use ruler postulat

Points X and Y are on a number line, and Y partitions XZ segment into two parts so that the of the length of XY segment to the length of YZ segment is 5:7. The coordinate of x is 1.3, and the coordinate of Y is 3.8. What is the coordinate of Z? I need help

I am looking everywhere.....in my notes and in my chapter. What would the other endpoint of a line segment with the given midpoint and one endpoint? ENDPOINT (0,0) MIDPOINT (2, 8)

1) Explain how you can use a straightedge and a compass to construct an angle that is both congruent and adjacent to a given angle. 2) When constructing a perpendicular bisector, why must the compass opening be greater than the 1/2 the length of the

Here are some more questions I'm having trouble with. Please walk me through them so I can fully understand them. #2: Let A be (5,9), B be (3,5), and C be (1,1). The median of a triangle connects a vertex of a triangle to the midpoint of the opposite

11. PB is a line segment on a number line it has endpoints at 2 and 12 what is the coordinate of its midpoint Can someone explain this to me??

PB is a line segment on a number line. It has endpoints at 2 and 12 what is the coordinate of its midpoint?

PB is a line segment on a number line. It has endpoints at 2 and 12. What is the coordinate of its midpoint?

Find the other endpoint of a line segment with the given midpoint and one endpoint Endpoint: ( 6, 1); Midpoint: 15/2, 2 A. 9,5 B. 2,15/2 C. 3, 6 D. 15, 4

find the other endpoint of a line segment with the given midpoint (6,4) endpoint ((3, 5). 6= 3/2 and 4 = 5/2 12=6 and 8 = 10 126 and 8  (10) End Point = (6, 18)


find the other endpoint of a line segment with the given midpoint (6,4) endpoint ((3, 5). 6= 3/2 and 4 = 5/2 12=6 and 8 = 10 126 and 8  (10) End Point = (6, 18)

find the other endpoint of a line segment with the given midpoint and one endpoint 0,0 and 4,2

Find the coordinate of the midpoint of a segment with the endpoints at –9 and 6. A.1.5 B.–1.5 C.2 D.–3

A line segment has an endpoint at (3,2). If the midpoint of the line segment is (6.2), what are the coordinates of the point at the other end of the line segment?

A,B,C are points on the line L, the coordinate of B=2, c is a point that divides AB in the ration 2:3.if the coordinate of C=4, find the coordinate of A

One endpoint of a line segment is (7, 2). The midpoint of the line segment is (1, 2). What are the coordinates of the other endpoint?

b is the midpoint of segment AC & its coordinate is 10. if segment BC=12, what are the coordinates of A and C?

A right triangle is drawn on a coordinate plane. Its base is the line segment between (2, 2) and (9, 2). The hypotenuse is a line segment that begins at (2, 2) and has slope 1.25. Find the coordinates of the third point.

Ray BD bisects ∠ABC so that m∠ABD = 5y – 3 and m∠CBD = 2y +12. Find the value of y. The midpoint of Line Segment AB is (2, 9). The coordinates of one endpoint are A (4, 10). Find the coordinates of endpoint B. Find the distance between points F

Point T is the midpoint of . The coordinate of T is (0, 4) and the coordinate of J is (0, 2). The coordinate of H is: z


if a pointis onthe perpendicular bisector of a segment,then it is:A. the midpoint of the segment,B.equidistant from the endpoints of the segment. C. on the segment. D.equidistant from the midpoint and one endpoint of the segment.

On a coordinate system, the segment joining the points (3,8) and (9,16) has the same midpoint as the line segment joining the points (8,11) and (x,13). What is the value of x? I think x=3

what are the possible coordinate of the midpoint of the given segment

Given the coordinates of one endpoint of line segment AB and its midpoint M, find the coordinates of the other endpoint. A(0,9), M(2,5)

the end point of a line segment is (3,7) and the midpoint is (11) find the other endpoint

for the line segment DE one edpoint is D(3,1) and the midpoint is M (0,4). find the coordinates of endpoint E.

if the coordinates of R and S are x and y, respectively, what is the coordinate of T, the midpoint of segment RS?

the midpoint of a line segment is (3,4). one of the endpoints of that line segment is (7,4). what is the other endpoint?

In the standard (x,y) coordinate plane, if the xcoordinate of each point on a line is 4 less than twice its ycoordinate, what is the slope of the line?

Suppose the coordinate of P is 2, PQ = 8, and PR = 12. What are the possible coordinates of the midpoint of the given segment?


Please write a paragraph proof for this statement. Point Y is the midpoint of segment XZ. Z is the midpoint of segment YW. PRove that segment or line XY is congruent to segment or line ZW.

Please write a paragraph proof for this statement. 30: Point Y is the midpoint of segment XZ. Z is the midpoint of segment YW. PRove that segment or line XY is congruent to segment or line ZW.

in the xy coordinate plane point b (3,2) and point d (3,4)are opposite vertices of square abcd if point h is the midpoint of line segment bc what is the area of triangle ahd ?

Find the coordinates of the other endpoint of the segment, givern its midpoint (3,5) and one endpoint (5,4)

Find the Coordinates of the other endpoint of a segment wiht one endpoint X(4,6) and the midpoint M(1,5)

suppose the coordinate of 9 is 2, pq=8 and pr=12. what are the possible coordinates of the midpoint of the given segment qr

Directions in my book say, "find the coordinates of the other ENDPOINT of a segment with the given endpoint and midpoint M." example: R(2,6) M(1,1) I really need help.

Please help so hard. My problem... In the coordinate plane point C lies on line segment AB. The coordinates for MN are (2,4) and (16,12). If the ratio of the length of AC to the length of CB is 3:4, what is the xcoordinate of point C?

6.A rectangle has a coordinate at (3,5),(3,8) and (9,5).Plot the points to determine the coordinate of the fourth point. a)(3,5) b)(9,8) c)(8,9) d)(9,8)*** 9.What is the length of the line segment between M(2,9) and N(2,14)? a)5 units*** b)6 units c)15

6.A rectangle has a coordinate at (3,5),(3,8) and (9,5).Plot the points to determine the coordinate of the fourth point. a)(3,5) b)(9,8) c)(8,9) d)(9,8)*** 9.What is the length of the line segment between M(2,9) and N(2,14)? a)5 units*** b)6 units c)15


Inside a triangle formed by the line 3x+4y=1 and the positive coordinate axis, inscribe a square with three of the vertices on the coordinate axes and one vertex on the line. 1) Find the length of a side of the square. In the triangular region described

Find the coodrinates of the other endpoint of the segment given (24,15) is the midpoint and one of the endpoint is (18,10)

I need help with my math.. Can someone please help.. In the coordinate plane point X lies on line segment MN. The coordinates for MN are (1,3) and (7,10). If the ratio of the length of MX to the length of XN is 2:5, what is the ycoordinate of point X?

Find the coodrinates of the other endpoint of the segment given (24,15) is the midpoint and one of the endpoint is (18,10)

Line segment RS is perpendicular to line segment PQ, and the coordinates are R(4, 5), S(8, 4), P(0, 6), and Q(3, y). What is the value of y?

One endpoint of a line segment is (8,1). The point (5,2) is onethird of the way from that endpoint to the other endpoint. Find the other endpoint.

1. Reasoning How does the Distance Formula ensure that the distance between two different points is positive? 2. There are two different formulas for midpoint. Is it possible to use the formula for midpoint "on a number line" when you are trying to find

Line segment segment CD has a slope of negative start fraction two over three end fraction and contains point C(−3, −6). What is the ycoordinate of point Q(−1, y) if segment QC is perpendicular to line segment segment CD question mark

one endpoint of a line segment has coordinates(3,1). The midpoint of the line segmaent is at (1,1), what is the location of the other end point?

A line intersects the graph of y= x^2 twice. One point has an x coordinate of 4, and the other point has an xcoordinate of 2. A) Draw a sketch of both graphs, and find the equation of the line. B) Find the measure of the angle that the line makes with


A line intersects the graph of y= x^2 twice. One point has an x coordinate of 4, and the other point has an xcoordinate of 2. A) Draw a sketch of both graphs, and find the equation of the line. B) Find the measure of the angle that the line makes with

One endpoint of a line segment is (8, 1). The point (5, 2) is onethird of the way from that endpoint to the other endpoint. Find the other endpoint.

If the coordinate of A on the real number line is 2, find the coordinate of B if AB= 5 units

Here are some more questions I'm having trouble with. Please walk me through them so I can fully understand them. #2: Let A be (5,9), B be (3,5), and C be (1,1). The median of a triangle connects a vertex of a triangle to the midpoint of the opposite

A line intersects the graph of y=x^2 twice. One point has an xcoordinate of 4, and the other point has an x coordinate of 2. A. Find the equation of the line. B. Find the measure of the angle that the line makes with the xaxis.

Help me i this please the segment joining the midpoint of 2 sides f a triagle is parallel to the 3rd side and half as long. thaks

find the xcoordinate of the point P on the parabola y=1x^2 for 0<x<1 where the triangle that is enclosed by the tangent line at P and the coordinate axes has the smallest area.

Find the xcoordinate of the point P on the parabola y=1x^2 (0<x=<1) where the triangle enclosed by the tangent line at p and the coordinate axes has the smallest area.

M is the midpoint ofSymbol for segment A B.. Line segment A B, with point M as its midpoint. A M equals M B. Find the coordinates of B given A(3,8) and M(5,4)

Let f(x)=e^(2x)kx, for k greater than 0. Using a calculator or computer, sketch the graph of f for k=1/9, 1/6,1/3,1/2,1,2,4. Describe what happens as k changes. f(x) has a local minimum. Find the location of the minimum. x= ____ Find the ycoordinate of


The midpoint of Line Segment AB is (2,9). The coordinates of one endpoint are A(4,10). Find the coordinates of endpoint B. Can someone please check my work and tell me if my answer is correct. Step 1: 2x9= 4x+10 2x9= 10 2x= 1 Step 2: AB= 2x9 =2(1)9

Let f(x)=e^(2x)kx, for k greater than 0. Using a calculator or computer, sketch the graph of f for k=1/9, 1/6,1/3,1/2,1,2,4. Describe what happens as k changes. f(x) has a local minimum. Find the location of the minimum. x= ____ Find the ycoordinate of

Determine the coordinates of the endpoint of a segment CE with one endpoint at C(3,10) and a midpoint at (1,6). Disclaimer: This is 10th grade geometry.

In the standard (x,y) coordinate plane, point M with coordinates (5,4) is the midpoint of AB, B has coordinates (7,3). What is the coordinate of A?

Suppose the coordinate of P is 2, PQ = 8, and PR = 12. What are the possible coordinates of the midpoint of the given segment? The coordinates are PQ, PR, and QR.