GIVEN: BD bisects ZABC DE 1 BÁ and DF 1 BC PROVE: DE = DF E В F C

Q: A contractor understakes a job of fencing a rhombus shape field. the perimeter of the field is 150…

A: the perimeter of the field is 150 meter Perimeter of Rhombus is 150m Perimeter of Rhombus…

Q: 6. Let the joint probability density function for (X, Y) be 1 = eY, -у f(x. y) 2 0 < y<∞, - y< x< y,…

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Q: 2. In the figure, 21 = 2, 23 = L 4 and BD = CF. Prove that AC = EF and AB = DE. E В F D C 2.

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Q: B. GIVEN: BF 1 AC,DE 1 AC, AB = DC, AE= CF. 18. PROVE: AAFB =ACED. F A

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Q: GIVEN: AC = BD, AB 1 BC, DC 1 BC. PROVE: 1 = x2. A he accompanvimg digarana

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Q: b. Find the area of parallelogram with adjacent sides, a = 7i-j+k and b =2j – 3k

A: The adjacent sides are given as a→=7i-j+kb→=2j-3k The area of the parallelogram is given as A=a→×b→

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: 14. Given: nLw, nil; AB DE;Cs the midpoint of AE and BD Prove:A4BC 2 AEDC

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Q: Find antiderivate. for eaen fenction when C=0. a) 8x? b) x4 C) x2+ 6X-7

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Q: Square HJKL with LJ d? Given: d Prove: AHJKL 2 K d. J

A: given: square HJKL with LJ=d. the given figure is: we have to prove that AHJKL=d22

Q: 2) F Given: FA 1 AD, ED ¹ AD, A AC DB, 4F = 4E Prove: AABF = ADCE. B D

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Q: A rectangular tank that is 1372 ft° with a square base and open top is to be constructed of sheet…

A: The tank with minimum weight is the one with minimum surface area. since the base is square, its…

Q: Q2) a.) Find the intersection coordinates of lines passing from AC and BD. b.) Find the area defined…

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Q: Given BD bisects ABC, m<ABD= 2.5x+8.6 and mzCBD= 3.5x-3.4. Find m2ABC. 2.5x + 8.6 P B Math 3.5x -…

A: Given 1. BD→ bisects ∠ABC 2. m∠ABD=2.5x+8.6 and m∠CBD=3.5x-3.4

Q: Order the following statements and reasons to prove ABDE ACDE. Start with the given statement. #…

A: We have to show congruence of triangle

Q: Prove that 277 ( (13+12 Sino32 do = 26 T 125

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Q: Find are inside r=2 Coso oud side ral ared Using poder coordinate.

A: Solving

Q: R Р S Given: SP SQ. PR = QT Prove: ARST~ PS Q T

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Q: If OA = 12 i + 6j + 5 k and OB = 6 i- 2 j + 5 k, find |AB|: AB:

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Q: E Given: AC= BD D AE = DF ZA = ZD A Prove: ACAE= ABDF F

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Q: Given: BL bisects XP XB = PB Prove: ALBX = A B.

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Q: Find the cross product a × b. a = i + et j + e−t k,      b = 7i + et j − e−t k

A: Ans:  We have to find the cross product a→×b→         a→=i+etj+e-tk; b→=7i+etj-e-tk

Q: D A 34. Given: Prove: DB 1 BC and CE 1 DE AB AE LBDC = AECD (HINT: First show that AACE = AADB.) B

A: The objective of this question is to prove that Angle BDC equals Angle ECD given that DB is parallel…

Q: Given: ZP = ZQ PO = QO Prove: A APO = A BQO 2 I A 1. 2.

A: Given- ∠P=∠QPO≅QO To prove- ∆APO≅∆BQO. Concept Used- The above triangle can be proved congruently by…

Q: Let à = 6i+2j-5 k and b=mi +3j - 5k, If a x b = 5 i 10 j + 2 k, Find m: Find the area of the…

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Q: Please help.

A: Given, P(x) and D(x)

Q: C GIVEN: AADB AEBD B D PROVE: AAEB AEAD A F.

A: In this given figure It is given that △ADB≅△EBD Both triangles are same. So AD=EB and BD is common…

Q: LLL E 6 CO D 90 J A Given o center of a circle, AB=CD Prove: AE-CE

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Q: Given u = i- j, and v = j+ k, determine the magnidue of u +v and - 2v.

A: By sum of two vectors we have  u+v=(i-j)+(j+k) u+v=i+k -2v=-2(j+k)=-2j-2k

Q: BD bisects LABC and D lies on AC. If AB = 6, %3D BC = 14, and AC = 14, find AD. (A) 6 (В) 8.4 (С)…

A: Consider the diagram given below as per the given information in the triangle, here the objective…

Q: 4 - 2v2. R

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Q: The diagram below shows a rectangle ABCD. DE and AC intersect at F AD = 8 cm, CE = 3 cm and EB = 5…

A: here we need to prove that the given triangles are similar. we will prove this by AAA similarity…

Q: GIVEN: AB = AD, EA bisects DAB. PROVE: ABCE = ADCE.

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Q: If A= ACH) find the A? m d2 A RT dA 2. dt

A: We have to find the characteristic equation and solve for homogeneous solution.

Q: Given: B and D are midpoints of the sides AC and CF, BD = DE Prove: BD || AF. (Use two-column…

A: