Given: AE and BD intersect at C. BA1CA and CD1 ED. Prove: ABAC~AEDC 7.

Q: if A D B ace 3x4 mateices, and C is a 8x3 mateix, cohich of the follaoing are defined? D. BC E.…

A: Since you have posted multiple questions, as per our policy we will answer first question. Please…

Q: Given: AC = CB CD Bisects AB Prove: AADC = ABDC A D B

A: Statement  Reason Consider ∆ADC & ∆BDC   1. AC = BC  Given  2. CD=CD Common side 3.…

Q: In the diagram of AUVW below, A is the midpoint of UV, B is the midpoint of UW, C is the midpoint of…

A: Here we have to calculate lenth of vc ,

Q: Given: BC DA B AC bisects ZBCD Prove: AABC = ACDA

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Q: D If mZABD = 100° and m<DBC = 30°, then mZABC =[ ? ]° %3D %3D %3D

A: Given query is to find the value of angle ABC.

Q: In AHIJ, mZH = (8x – 6)°, mZI = (2x – 4)°, and mZJ = (x – 8)°. Find %3D m/H.

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Q: a Fincd the velacity, s peed and a cceleration of a Partical moring along the Carve retis é sitite…

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Q: C В A In the figure above AB = 4x +6 and BC = 7x + 15. If AC 120, find the length of segment AB. %3D…

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Q: In the diagram below, AB = AD and BC = CD. Use the Perpendie Bisector Theorem to prove that AC 1 BD.…

A: Given AB is congruent to AD Also BC is congruent to CD First we check the triangles ADC  and ABC…

Q: Given: MT and HA intersect at B, MA  HT , and MT bisects HA. Prove: MA ≅ HT

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Q: (b) In the diagram, BE bisects ZABD and CD= AB. (i) Prove that ACED=AAEB.

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Q: Given: AB BC, LA 2C and BD bisects ZABC. Prove: AABD= ACBD.

A: ASA criteria to show two triangles are congruent.

Q: Given: AE bisects BD; AB||DE Prove: AABC=AEDC

A: Given Data: The line segment AE bisects line segment BD. AB is parallel to DE. The figure given in…

Q: Given: BD bisects ZABC and AB CB. Prove: AD CD.

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Q: Given: BD→ bisects∠ABCm∠ABD = 2x + 15m∠DBC = 3x + 5Find m∠ABC

A: A line segment is a part or portion of a line that formed by joining the two points. A line segment…

Q: Classify the following quadrilateral below. O Rectangle O Right Triangle Trapezoid O Kite e Type…

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Q: Given: AAMF, mZA=28' mZF=49°, AM = 12 %3D Find: AF, MF

A: △ AMF ∠ A +∠ M +∠ F = 180 ∠M = 180 - 49 - 28 ∠M = 103°

Q: In kite ABCD, LBAC = 62° and LBCD = 52°. Find the measure of LABC. %3D %3D B.

A: In kite ABCD, ∠BAC=62° and ∠BCD=52°.To find the measure of ∠ABC.

Q: Given: BD 1 AC, BD bisects ZABC Prove: AABD == ACBD A D

A: Definition used -          ASA congruence rule -  If two angles and included side of one…

Q: In rhombus CDEF, diagonals FD and CE intersect at G, as shown in the diagram below. It is given that…

A: We are given rhombus CDEF. So, the angle DGE is 90o. So, DGE form a right angle triangle. Now,…

Q: In the diagram of AABC below, points D and E are on sides AB and CB respectively, such that DE ||…

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Q: For A ABC, ĀB= BE and BD bisects LABC. Prove AABD =A CBD. し B

A: Side-Angle-Side Postulate (SAS postulate) : If two sides and the included angle (angle between these…

Q: suppos e Fx (x)= 2% , o<x<77, and 72 y = sing . find fyld) and Fyly) .

A: We are given a PDE in variable x as : fx(x) = 2x/π2 And we have to calculate the PDE : fy(y) w.r.t…

Q: Does AD lie in plane M?

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Q: Use the side-splitter theorem to solve for a in the triangle below. 12 11 77

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Q: In parallelogram ABCD, point o 1s intersection of diagonals AC and 15 and AB=6, Pind sum BD. If the…

A: We know that diagonals of a parallelogram bisects each other. So we can say that OD = OB and OA=…

Q: Given: PR bisects ZORS, ZPSR = ZPQR Prove: APSR APQR

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Q: GIVEN: AB = CB, AD = CD. PROVE: DB bisects ADC. A D. B)

A: For the given triangle, AB≅CB  and  AD≅CDwe need to prove DB bisects ∠ADC

Q: In the given figure, write a two-column proof to prove that AABC = AEDC. 1. Given: C is the midpoint…

A: 1.C is the mis point of BD and AE2.SR≅SC and RO∥CK

Q: R If PR = 24, PQ = 6, and PS = 8, determine and %3D state the length of PT.

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Q: The diagonals of rectangle QRST intersect at P. Given that mZPTS = 34° and QS = 10 , find RT. R 34°…

A: Given: m∠PTS=34° QS=10

Q: In R2 , consider the following triangle - Show that the collision point of the triangle bisector is…

A: According to question given that a,b and c are the side of the triangle and X,Y and Z are the vertex…

Q: Given: ABAT ACAT Which statement is true by CPCTC? CT AT ZTAC = ZBTA BT = TA ZBAT ZCAT

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Q: The diagonals of rectangle QRST intersect at P. Given that m/PTS = 34° and QS = 10 , find RT. R P.…

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Q: Use A GHJ, where D, E, and Fare midpoints of the sides. D If HJ = &x – 2 and DF = 2x + 11, what is…

A: Question:- Use triangle GHJ, where D, E, and Fare midpoints of the sides. If HJ = 8x - 2 and DF = 2x…

Q: Use the side-splitter theorem to solve for a in the triangle below. 2 22

A: Given triangle is : To find the value of x

Q: Find X,zandy such that As Skew Symmetric.cuhere A=10 221 3+4 W. L32

A: A square matrix A is said to be skew-symmetric if and only if AT = -A. Note that all the elements of…

Q: given: ∠ abc, rs is the perpendicular bisector of ab, rt is the perpendicular bisector of bc prove:…

A: Please look at the diagram on the white board.It should not take you long to realize that R is the…

Q: In the diagram below, BE I ED, AC BC, and mZD = 52°. Find mZA. %3D 520 E

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Q: A В 丰 E D 丰 C. Note: DB and AC are segments.

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Q: In the adjoining figure, ABCD is a trapezium in which AD//BC. M and N are mid points of diagonals BD…

A: Given that ABCD is a trapezium in which AD||BC. Also M and N are the midpoints of the diagonals BD…

Q: Which triangle congruency theorem would be used to prove AAED ACEB? A D SS SAS ©ASA AAS E HL

A: Here we have to find that in which congruency theorem is used to prove ∆AED ≅ ∆CEB.

Q: Given C is the midpoint of AE and BD. Prove AABC = AEDC

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Q: AABC; M and N are midpoints of AB and AC, respectively ΔΑΜΝ- ΔΑBC Given: N M Prove: B

A: Given: In △ABC; M and N are midpoints of AB¯ and AC¯, respectively.

Q: Given: NQ bisects ZMNP, NP = MQ, QP = 8, MN = 12 %3D Find: NP M N

A: Angle bisector theorem: According to the angle bisector theorem, an angle bisector divides the…

Q: Given: GE bisects ZDEF ZD = ZF Prove: ADGE EAFGE

A: It can be proved by angle side angle property if triangle.

Q: - AABC is isosceles. If BD is the 1 bisector to base AC and AC = 3x+ 6, find AD. %3D

A: Isosceles triangle: - A triangle with two sides of equal length is termed a triangle. Let's…

Q: If ST = 18 and RS bisects ZQRT, what is QS? R 28 21 T. QS = is

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Q: Given: E is the midpoint of AB and CD Prove: ΔΑEC - ΔΒED C

A: Given that: E is the mid point of AB and CD