Using the following figure, select the parts of a trilangle that are congruent to their corresponding parts glven in the flrst column. Use the fact that ALQJ AXY A. 23

Q: The segment addition postulate states that ifA, B, and C are collinear with B between A and C, then…

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Q: 3) Write a two column proof. Given: ABCD is a parallelogram AABD = ACDB Prove:

A: We can prove the same as below.

Q: Given: ZG = ZI, FH bisects 2GFI Prove: GF = IF

A:

Q: In Exercises 9 and 10, write a in the form arT + aNN without finding T and N. 10. r(t) = (1 + 3t)i +…

A: application of differentiation used to solve the question.

Q: of 1-meter cubes. Y Hieg 1 m Lwith 1 m 1 m

A: Total number of 1x1 cubes = 42 Area of 1 cube = 1x1 m2 = 1 m2 Total Surface Area= 42x area of 1 cube…

Q: of the suface the in tasechon of what is the fomed by y?+ z?=l and x?+z?=\

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Q: How did they calculate what T does to the elements of B?

A: You want to know "How did they calculate what T does to the elements of B?" We have  B=1, x, x2, x3…

Q: (b) In(2x2 + у — 23) %3D х

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Q: Write a two column proof. Given: AN//GR, AG bisects NR Prove: AAXN = AGXR A

A: This question is based on Congruence of triangle.

Q: Can there exist a AROS in which the trisectors of 20 intersect RS at D and E, with RD = 1, DE = 2.…

A: Given: ∠O intersect RS  at D and E in a △ROSwith the data  RD=1;   DE=2;…

Q: 4. In kite JKLM, diagonal JL bisects diagonal KM, MZKLM=54, and mJKM =52. Find m/KJM %3D %3D and…

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Q: find the'mters ection d Exe sy,z]= [a,0,31++ 4,-2,178 [+sy,z]=[6,-12,--11]+5 [1,2,4]?

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Q: m is the mid point of AB find a Of AM

A: Equating the given relation gives the value of x . Then substituting the value of x in the…

Q: Find the Vorlume of the Solid geneiaed by neuglstng the goneratked neuoleting 50 38 aea enclosed bu…

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Q: Given: ZG = ZI, FH bisects ZGFI Prove: GF = IF H

A: Given that ∠G≅∠I FH bisects ∠GFI To prove that GF≅IF

Q: In kite JKLM, ZJMN = 25°, and 4LKN = 43°. J N K Part B: Determine the measure of ZMLK.

A: Given : ∠JMN=25∘   and ∠LKN=43∘

Q: Complete the two-column proof. Given: m/ FEH = m/ GFE = 90, EĦ = FG E Prove: HF EG

A: Given,            m∠FEH =m∠GFE =90, EH¯ ≅FG¯

Q: Given: AC bisects ZDAB AC bisects ZDCB Prove: ZD 2 ZB D A

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Q: Use the diagram shown. C 丰 丰 F E A Which is a nieeded step to prove that AABF AEDG OA ZBCD LBCD OB.…

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Q: Given: ZB ZD Prove:A ABC -A EDC в Ma com A D

A: Explained below...

Q: The formula in cell B1 is =A$2. Autofill is used by dragging B1's autofill box across to C1, D1, and…

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Q: Solve the given SLE using LU-Factorization X, +x, +x3 = 3 x, - x, + 4x, = 4 2x, +3x, - 5x, = 0 %3D…

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Q: The norm of the set {cosh(i nn x},n E N, –-2<x<2 in the Hermitian sense is:

A: Given,                  cosi nπx, n∈ ℕ, -2≤x≤2

Q: Evaluate the following (Express allanswerin Rectangular Form a. In cot(1 – 4i) b. (3ežu") с. (3 —…

A: To Determine :-  Evaluate the following : a. ln cot  1- 4i  b.  3 e34πii c.  3 - 4i7

Q: Consider in the following figure: CB = 4CN, NA =5NX and M the midpoint of the AB side. Let CN=u and…

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Q: Using the following figure, select the parts of a trlangle that are congruent to thelr corresponding…

A: We can fill up the gaps as below

Q: Find the projections of the following onto the base planes of the given figures: i CF B ii DG A D C…

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Q: Let A,BE Man, proe (A+B) = A' +B". (cheelk that the jth entries m eoch side are egual) egmal.)

A: We will prove the given result.

Q: Make a two column proof of the following R Given: TP is a diagonal of the parallelogram TSPR Prove:…

A:

Q: Convert the following problenm to the dual fom Ond set the talaleau up minimize Where 42=0 2>こ○…

A: Given the LPP          Minimize C=12x+4y+17z          subject to 3x-5y+12z≥17…

Q: Use the diagram shown. В C 主 G 丰 Which is a needed step to prove that AABF EAEDG

A:

Q: Express −i+j in the form [a,b]

A: Simplification

Q: An Instructor teaching three sections of vering the same material. She has made ction, but she…

A: By using ANOVA test for a single factor, a) Null and alternative hypothesis: Ho:  µ1 = µ2 = µ3  (All…

Q: 共9. L is a Uxb matrx, so the rank of Lis at most: Al I B) 2 c) 3 D)4 E) one

A: L is a 4×6 matrix.

Q: What additional information is needed to prove AJKM = ALKM by side-angle-side? K. a. < MJK = MLK b.…

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Q: 45° 15 in. 3x in. 9 in. 5 in./45 3 in. -(y – 10x)° (y – 10x)°, 80° 55° 55° BK EK F z in. R 4 in. 4…

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Q: Exercise 1 AD bisects BE AB || DE AABC = ADEC Given: Prove: A E

A: As per guidelines we can solve the first question only. If you need more answer please repost it.…

Q: Use Resolution to prove the following theorem schema: A (B C), BEA → B

A: if you find my answer helpful please put thumbs up. thank you. the required solution is given below…

Q: Given AABC with AE = 15, FG = 6, BF = 24 and AF = 8 Select all of the statements that are true. B O…

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Q: Given that ABAT AONE, select ALL of the corresponding congruent parts. BT OE BA ON O ZA ZN O ZT ZO

A: ΔBAT ≅ ΔONE To select all the corresponding congruent parts BT ≅ OE BA ≅ ON ∠A ≅ ∠N ∠T ≅ ∠ O

Q: 12. Given: JKLM is a parallelogram Prove: AJMK ALKM

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Q: In the figure alongside, D is mid-point of BC. If 2CG = AC and BA//DE, prove that 3DF = FG. %3D

A: Consider the given triangle. Given that D is the mid point of BC. Hence, BD=DC. Also, the lines…

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

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

Q: Let A EMn (R) be given. If 11x11 = 11yll = 1 and x •y = 1, show that x=y

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Q: Given: G is the centroid of AAEC, EBL AC, AB= 6, AF = 5, EG = 5, and AE = CE. EB B

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Q: In Exercises 23 and 24 find each area in terms of the variables.

A: 24. Redraw the given figure as shown below: It is known that, area of a rectangle with length l and…

Q: What part is needed to prove the triangels are congruent by SAS? К С L. Your answer: ZK= ZC ZL= ZB…

A: Given:

Q: For what values of aare u and v orthogonal?

A: Consider the given vectors  u=11-2  and  v=a-12 Write the vectors in row form u=1,1,-2  and…

Q: Given AABC with AE = 15, FG = 6, BF = 18 and AF = 8. Select all of the statements that a B O DG = 8…

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Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.