Given B is midpoint of AC, what is the distance of AC? 20x- 12 14-6x C

Q: B D 1. The circle is - and the quadrilateral inscribed circumscribed 2. Which of the following is an…

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Q: Line ATB touches a circle at T and TC is a diameter. AC and BC cut the circle at D and E…

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Q: Here is AABC, with A (1,0), B = (3, 4) B (3, 4), and C(-1,6). Use the midpoint formula to find the…

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Q: 5. Find the distance between the following points using the Pythagorean Theorem. YA P1 a. V25 P2 b.…

A: First we'll make a right triangle using the given points and then use Pythagoras theorem

Q: quadrilateral TAEO is circumscribed around circle D. The midpoint of = R, and HO = PE. D. Z E If TH…

A: Given figure is: In the given figure, quadrilateral TAEO is circumscribed around circle D. The…

Q: 6) B is the midpoint of segment AC. AB 10x-1 and BC = 5x+ 14. Find BC. I

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Q: What is the length of AB? AB and BC are tangents to the circle. 7x+5 x+23

A: Circle question

Q: Solve for x if AT is an angle bisector. B. (5x+7 (3x+23) A Segments in AS

A: We have to find x

Q: Given: D is the midpoint of AC АС — ВС A CD 2х + 5 ВС — х + 28 Find: АС

A: Given: D is the midpoint of AC. AC=BC CD=2x+5 BC=x+28

Q: # 3. If the distance between (a, ab) and (ab + a, ab + b) is 26 (b + 0), then what is the value(s)…

A: →Distance formula:   Let P(x1,y1) and Qx2,y2 be two points. Then distance between point P and Q is…

Q: Find the measure of 2CED. The segment ED is tangent to the circle. 60° F

A: We will find out the measures of the  required angle in the following step

Q: of the followWing could not be side measures of ISOsceles triangle? (TEKS 6.8A,RC3, SS)

A: Given,          A isosceles triangle is shown below :

Q: AB is the common chord of o0 and oQ. A If AB = 18 and each circle has a radius of length 15, how…

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Q: brianly ABC, D is a midpoint of AB and E is a midpoint of BC. if DE = 64 - 7x and AC = 48 - 4x what…

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Q: In the triangle ABC let D be the midpoint of BC then prove that AB2 + AC? 2(AD² + BD²)?

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Q: 6. In the diagram below of circle 0, chords AD and BC intersect at E, mAC = 87, and mBD - 35. What…

A: 6. Given E is the point of intersection of chords AD¯ and BC ,   mAC⏜ =87°   mBD⏜ =35°

Q: 14. In Equilateral Triangle TRA, ZO is a midsegment. If TA 5x2 - 3x – 8 and ZO = 2x² -3x + 1, then…

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Q: How many lines of symmetry does the following figure have? Sketch them in place. H.

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Q: 60

A: We can solve it using the properties of circle as below

Q: All lines that appear to be tangent are tangent. What is the perimeter of the polygon? 9 cm 13 cm 5…

A: Given that all the line that appear to be tangent are tangent.

Q: What type of construction is illustrated in the figure? A D o An angle congruent to ZD OThe…

A: Observe that the arc cutting are drawn from both the sides of arc on point D.

Q: 8. If J is the midpoint of segment HK what is the value of HK? * H 9x-2 4x+13 K

A: Since J is the midpoint of JK HJ=JK 9X-2=4x+13 5x=15 x=3

Q: In Circle O, AOC is a diameter, ADB is a secant, and BC is a tangent. If the measure of arc DC is 3…

A: We will proceed as follows

Q: 22. In triangle ABC below, D Is the midpoint of BC. 83 B. D. Which of the following is true? A. AB…

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Q: 13. If B is the midpoint of AC, and AC= 8x- 20, find BC. 3x - 1 В

A: We will find BC as following.

Q: 1. Using the law of cosines prove that 4m =2(b²+c?)-a², where ma is the length of the median…

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Q: In the diagram below, if B is the midpoint of AD, which segment is congruent to AB ? 10 D A O BD DA…

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Q: Lilliana believes that point M is the midpoint of line segment AB. Which construction could she use…

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Q: 5. Consider the figure to below. The chord FEis a perpendicular bisector of chord BC. Which of the…

A: To find- Diameter of the circle.

Q: Show that the point is on the unit circle. 5 2 V6 7' 7

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Q: What is the diameter of this circle? 10A 6-

A: Find out the diameter of circle from the graph

Q: For 2 and 3, D is the midpoint of ABand E is the midpoint of BC 2. If AD =7, find DB

A: Given Data: The point D is the midpoint of AB. The point E is the midpoint of BC. 2. The length of…

Q: 10.Find the distance between the following points using the Pythagorean Theorem. YA a. V11 b. 4 C. 2…

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Q: E Cl. 10 11 12 9. Which of the following is a chord but not a diameter of the attached circle? JK…

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Q: iven the föllowing rhombus, what is the length of segment BD? 30

A: Find bd

Q: BD is tangent to the circle B. What is the measure of CBD?

A: Solve the following

Q: On the bisector of the second and fourth quadrant determines a point p such that the sum of the…

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Q: 3. In the diagram below, D lies on side AC such that BD is a median of the triangle. Which of the…

A: topic - triangles The figure of the triangle is given. It is also given that BD¯ is the median of…

Q: Find the value of x that would prove this is an isosceles trapezoid. Then find each segment length.…

A: x=8.   the explanation is given in below step

Q: Find the measure of angle PQR. 9. If PQRS is a rhombus, find (4X- 27)° Q (2X + 7)° R

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Q: In The following diagram, Ihe point A lhes on a crcle contred at the arigih. A= (3, 4) 3. 2

A: Consider the given information.

Q: In Circle o, AOC is a diameter, ADB is a secant, and BC is a tangent. If the measure of arc DC is 3…

A: We have, In circle O, AOC¯ is a diameter. mAC⏜ = 180°mDC⏜ = 2 mAD⏜-3° To evaluate: The value of m∠B

Q: Use the map shown below to find the distance between cities A and B to the nearest tenth. The c (Rou

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Q: 25. Use the exterior angle theorem to solve for x, then find the mZBCD- (3x+ 10)° 40 (2x + 20)°…

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Q: Consider the diagram below. B 3.5 in 2 in. For the above circular shape, chord FE is a perpendicular…

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Q: Figure LMNOPQRS is a regular octagon. Segment LS is located at L (0, 0) and S (0, 1). What is the…

A: LMNOPQRS is a regular octagon. Segment LS is located at L (0, 0) and S (0, 1)

Q: 6. Consider the figure to below. The chord FE is a perpendicular bisector of chord BC. Which of the…

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Q: .in circle 0, the radius OA is perpendicular to the chord BC at point D. If BD-(3x-1) cm, CD- (2x+…

A: In this question we have to find OA.

Q: The midpoint of AB is at ( – 1, – 5). If A = (3, 2), find B. B is:(

A: Here we will simply use the midpoint formula to find coordinates of point B

Coordinate Geometry

Coordinate geometry, also known as analytic geometry or Cartesian geometry in classical mathematics, is a type of geometry that is studied using a coordinate system. Coordinate geometry is a branch of mathematics that describes the position of points on a plane using an ordered pair of numbers called coordinates.