o Pind P, (a) Pz lal by legendre Polynomicd

Q: 2. We can use a similar method to appraximate n when we have an inscribed regular polygon in a unit…

A: A polygon is a geometrical figure that consists of more than one side.  When it contains n sides, it…

Q: 28. Given: GK bisects ZJGM, GJ = GM Proof Prove: AGJK = AGMK

A: Given that: 28. GK bisects angle JGM. GJ=GM                     NOTE: As per our answering…

Q: 36. Decide whether each pair of triangles must be congruent. Drag the correct congruency criteria…

A: SSS

Q: Find the degree measures of ZKOJ and ZLOK given LKOJ = LLOM such that M2KOJ = 6x - 20, MLLOK = 3x…

A: We have to find the angles KOJ and angle LOK.

Q: 7. Consider the irregular polygon below.

A: There is a irregular polygon shown above.

Q: Given: ZABD # LDBC Prove: BD does not bisect ZABC A B

A: Given: Assume BD→ bisect ∠ABC Hence, m∠ABD=m∠DBC

Q: with N=10 so set Of dah lir a popunhon bunoling 160 b) Calcolale the popuhhon Jhndard dernhon.

A: Formula :

Q: P. 8. Congrucnoe IN

A:

Q: QUESTION 1 Is y-Vy a polynomisl?

A:

Q: In AMNP, NO bisects ZMNP. If PN = 6, MN = 9, and MP = 10, find PQ and QM. M

A: Given: In △MNP, NQ→ bisects ∠MNP                                               PN=6MN=9MP=10

Q: find the denivahon of the Runchon bydsing herules ofditkreohe lhon fee) = 7 %3D +260 .3 2.

A: We need to find the derivative of given function. fx=7x3-8x2-1x+250

Q: In the diagram below, quadrilateral PQRS is a rectangle. Diagonal PR splits the rectangle into…

A: we have a given rectangle PQRS  Rectangle has following properties  1)opposite sides are parallel…

Q: Given: BD bisects ZABC and AB BC. Prove: BD bisects ZADC.

A: Given : BD bisects ∠ABC AB ≅ BC

Q: Let X+5x+4. Examine whether the given polynomidl is irreduable over the QUI, ZCXJ, CIX).

A:

Q: GIVEN: AABC is not isosceles, XADB = PROVE: AADC is not isosceles. XCDB. A

A: Given that ABC is not an isosceles triangle. To prove that ADC is not isosceles. Suppose ADC is an…

Q: Stefan was able to map AABD onto AABC. D A

A: Given, ∆ABD  and ∆ABC     We have to find whether we can map  ∆ABD  onto ∆ABC

Q: Given: NPQRST is a regular hexagon. Prove: NPRS is a rectangle. (Begin by drawing a diagram.)

A: To prove: NPRS is a rectangle. Concept used: All the sides and all angles of Regular hexagon are…

Q: What must be true in order for AABC = AEDC by the SAS Congruence Postulate? A ZB = ZD ZA = ZE ©AC CE…

A:

Q: 5. a. Show 3 ÷ using hexagons. (Hint: what shape is 1/6? How many of that shape fit in to 3…

A:

Q: NQ bisects ∠MNP, NP = MQ, QP = 4, MN = 14   Find: NP

A: We use angel bisector theorem to get the required solution.

Q: A prism is a polyhedron. O True False

A:

Q: and C indeperdent, with PLA) =a, are Jetermine the following prdbabilobies in terms i) PLANB) PCB)=…

A:

Q: Which of the contrapositive of the following statment? If a rectangle is not a square, then it is…

A: A contrapositive statement of a given statement can be obtained by taking the inverse of both…

Q: O Find tue tuird deyree Tay lor polymamial Centered for tue fun chiven at c= 2

A:

Q: 5. All regular polygons can be inscribed in a circle. True False

A:

Q: ind the number of terms in this polyno -2w7 - 2w6- 6w3 + 2w2 + w Submit

A: Given: -2w7-2w6-6w3+2w2+w

Q: Given that NP bisects ZMNQ, state a conclusion involving mZMNP and mZPNQ. N

A: According to given figure if NP→ bisects ∠MNQ then m∠MNP=m∠PNQ

Q: Let A and B be congruent nonintersecting cubes, with B a translated copy of A. What is the most…

A: To discuss the maximum and minimum number of faces in the convex hull of two cubes (under the given…

Q: Suppose that BC is the base of isoceles DABC tind x if the peraneter of ABC is 40 (notshown AB=x and…

A:

Q: 36. Write the triangle congruence criterion illustrated by each pair of triangles. а. b. C. 丰 丰 d. 丰

A: topic - congruence of triangles

Q: In ALMN, ZM = ZL, LM = 7 and NL = 16. Find the length of ΜN.

A:

Q: 2) Find divergonce of the following functon Hoy,z) = xe ーZ ーD 472 リ+3yek

A: We will find out the required value.

Q: Evaluate the integrals.

A: Given integral, ∫-55w3w50+w20+1 dw

Q: Determine a series of transformations that would map polygon ABCDE onto polygon A'B'C'D'E'?

A: We need to determine series of transformation on ABCDE.

Q: Find the degree measures of ZKOJ and ZLOK given LKOJ = LLOM such that M2KOJ = 6x - 20, MLLOK = 3x…

A: Given that ∠KOJ ≅ ∠LOM  such that m∠KOJ = 6x - 20,    m∠LOK = 3x + 30, m∠JOM = 140. We have to find…

Q: 1-Find the divisos. of ZxZ+ZxZy IRX Zyx Zy. zeso

A: " Since you have asked multiple questions, we'll solve the first question for you. If you want any…

Q: Given two red rooks and t ue rooks, find the number of distintt woys in which the nooks Can be…

A: it is given that there are two red and two blue books. And there is a board that has, n×n cells.…

Q: 15. Use Long Divislon to Divide the Polymomlals. (** * Se-1)-(+1) C. +1 2+3x+2+ a. d. 2+1+ b. 2+ 3x+

A:

Q: Is the above polygon coneave or convex? A) concave convex

A: Given figure is :

Q: 5. If AB bisects ZCAF, and mZEAF = 66°, then the MZBAF =

A: Given,          AB¯ bisects ∠CAF , and ∠EAF=66°

Q: In the figure below, mZJKM = 87°, ZLKM 50°, and KN bisects 2LKM. Find m ZJKN. %3D %3D

A: Given,           m∠JKM=87∘ and m∠LKM=50∘ and KN bisects ∠LKM.

Q: 30:- find the ehanactoriske egn of the gomie mtel Cmat 2 2. 2. and Verify that it ie sahiafied by A…

A: The given matrix  A=2-11-12-11-12 The characteristic polynomial can be calculated as…

Q: O is any point in the interior of rectangle ABCD prove that OB²+OD²= OC²+OA²

A: Here given that O is any point in the interior of rectangleABCD. We have to prove that…

Q: D.

A:

Q: All sides in a regular polygon must be congruent. To True O False

A: A polygon which has all sides mutually congruent and all angles mutually congruent is called a…

Q: Prisms and pyramids are both polyhedrons. O True O False

A: Polyhedron is a three dimensional solid which consists of flat faces, straight edges and vertices.…

Q: Find the area of one loop of the four-leaved rose r=2sin(2θ)

A: The graph of one loop of the four-leaved rose r = 2sin(2θ) is shown below.

Q: ny regular polygon, the center can be determined by the intersection of any two angle-bisectors of…

A: Given: For any regular polygon, the center can be determined by the intersection of any two…

Q: Can you prove these shapes are congruent? 139 139 419 419 41 139 139 True False

A: Check for the conference of both the shape.

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.