Given: MN INP;QR I RP Prove: AMNP AQRP 2. M N R

Q: 1. Triangle POT with RS QT is shown below. PR= 7 RQ= 3.5 PS-14 what is the length of PT?

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Q: Given P(A) = 0.53, PLB) = 0.34, and the fact that e vents A and B are independont wha t is PlA and…

A: According to the given information, we have P(A) = 0.53 P(B) = 0.34 Events A and B are independent.

Q: In ARTE,TA bisects ZRTE, M2RTA = (3y – 4)º, and MLETA = (4y – 17)º. What is t measure of ZRTE? A.…

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Q: 10. Given: TQ bisects 4RTP. QS I PT 6. Find the perimeter of trapezoid PQST. 21 S. 28

A: solution of the given problem is below...

Q: To check for the result, we have to prove that  d dt  8t6 + C   = 48t5.

A: We have to prove that d8t6+Cdt=48t5 This is differentiation of function with respect to 't' We know…

Q: a. (2Du + v)T|

A: As per rule of bartleby we can solve only one question at a time and we can solve only three subpart…

Q: Given the following equally spaced lata . え 2 3 4 fx) 30 33 28 12 -22 find flo), fíz), frw) .of…

A: Numerical differentiation method to find solution.The value of table for x and y x 0 1 2 3 4 y…

Q: Given: ALMN and APQR are isosceles. M _(2r – 26)* (x + 16)° L. P What mZQ could be used to prove…

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Q: Given ARST, where mzT = 90 and mzR = 45'. If RS measures 32 cm, what is the length of RT ? a) 32/2…

A: The hypotenuse is the longest side of a right-angled triangle which is the side opposite the right…

Q: Complete the paragraph proof. Given: XPI WQ Prove: AXZP~AWZQ We are given that XP WQ; therefore,…

A: Solved given problem using concept of coordinate geometry.

Q: If VZ = p + 26 and WY = p, what is the value of p %3D W V Submit

A: We will use similarity of triangles and the fact that the sides of similar triangles are…

Q: Q. Given AC = CB omel AB ICE. Poove that: LACD LBCD. E

A: In the question it is asked to prove that ∠ACD≅∠BCD.

Q: Given that RT E WX, which statement must be true? O RT + TW = WX + TW RT = 2(RX) %D O WX = 2(RX) %3D…

A: It is given that :  RT ≅WX¯ Since RT and WX are congruent we can say that they are equal in length…

Q: Q1.In the triangle ABC, where m4(BAC)=2,AF=12, EB=14, where E, F are points between A,B and A,C…

A: It is given that: In the triangle ABC, m∠BAC=2, AF=12, EB=14, FE¯∥CB¯ Where E, F are points between…

Q: P. 2, that <M= LQ, MP=6, PR=4, Find PQ Giyen and NQ= 1L, Answer: 8

A: As per bartleby guidelines we only give first question answers.

Q: Find the measure of QP if Q is the incenter of ΔJKL. Also, Find the measure of ∠QJK if Q is the…

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Q: Given APQR AXYZ, which statement is NOT true? O A. PR = XZ O B. YZ = QR O C. RO = ZX O D. ZY = RQ

A: When two triangles are congruent and their corresponding side are also congruent . If…

Q: If m/DHE = 89°, then what is mZFHC? %3D G\1 F 4 H. 6 5 E Answer: MZFHC = Submit Answer 3.

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Q: Complete the proof that APST = ARQT. R P S Statement Reason 1 PS I PR Given 2 QR = PS Given 3 QR I…

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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 that DF CE which of the following allows you to prove that ACEF- ACFD-AEFD?

A: Given: The side DF ⊥ side CE  The figure is given as   To prove: ∆CEF≅∆CFD≅∆EFD

Q: Solve the IVP. Find and verify the condition num- ber. y' = -ty; 0<t < 5, y(0) = 2, 2.5.

A: The IVP is given by y'=-ty, y(0)=2. We need to solve the IVP where  0≤t≤5. The given problem can be…

Q: Given that DE = 20.8, DG = 36.4, and EG = 36.4, then EF %3D %3D D.

A: Given : DE = 20.8DG = 36.4EG = 36.4m∠EFG = 90°

Q: Q7. V(x, y) = x³ + y³ and x = 2t +r,y = 2t – r , what av? is ? ar

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Q: In AJKL, KL = JL, m Z K = 2x – 36, and mLL = x + 2. Find m ZJ. (A) 56 (В) 52 (С) 53 (D) 55 (E) 64

A: Given: In ∆JKLKL≅JL

Q: In the diagram of APSR below, TQ||SR, PT=7, TS=21, and QR=27. Wh length of PR? P 7 T 21 27

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Q: 60 C 45° 30 2) If AC=7, what is the measure of DE? Show all work and give an exact answer.

A: Given: AC=7∠BAC=60°∠CBD=45°∠CED=30°

Q: 60 C 45 30 2) If AC=7, what is the measure of DE? Show all work and give an exact answer.

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Q: and C {cidifig 3,B={f,j} 86) Let A = Is c CA?

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Q: LA. Given: 2QPR E ZSPW Prove: QR = SW Proof: Statement Reason - ZQPR & LSPW . M2QPR = M²SPW E. M2QPR…

A: 1. Given  2. Definition of congruent angles. 3. The degree measure of a minor arc is less than 180…

Q: Given: ACEG is a D. L1=L2 Prove: AB EF = ED EC 1 %3D A B C

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Q: In the diagram below AP AQ PO||P'Q'. PP' Q' Q' A Q Select one: True False For DE BC of AABC ВА BD AD…

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Q: Given: ORSTV; VW RS; VX 1 TS Prove: AVWR AVXT ~ R S. W

A: Given that, in parallelogram RSTV: VW is perpendicular to RS and VX is perpendicular to TS. We have…

Q: If UV = 2p + 28, WZ = p + 43, and XY = p + 57, what is the value of p? %3D V U W Y %3D

A: In trapezium UVXY, Z and W are in mid points of sides UY and VX. So, length of WZ will be the median…

Q: In the diagram below, PR and QS intersect at T such that PQ|| RS . If PQ=6, PT = 8, TQ=7, and RT =10…

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Q: nd appi given equ (Kound yuul answe places.) x1 = -3

A: Given that fx=13x3+12x2+7 with initial approximation x1=-3. According to the Newton's method;…

Q: Given: MN || QR Prove: ΔΜΝΡ AQRP M N R

A: Given: In figure MN∥QR. To prove:  △MNP~△QRP

Q: Which statement must be true to prove || m? O A. 41a 4 B. 21= 2 O C. mz2 + mz3 = 180° O D. 212 z3

A: Alternate angles must be equal, to prove  lines parallel.

Q: In the diagram below, ZSQR S ZSTU. TQ = 15.6, UR= 9.3, and ST = 19.4. Find the length of SU. Round…

A: Here, given that ∠SQR≈∠STU and from the given figure ∆STU &amp; ∆SQR are similar triangles. Let,…

Q: Prove that A ADE Q v If AD= DB D. 11 above, DE ll BC 19 つ A ABC C Prove it is つ8 puy 70 bop

A: (a) To prove ∆ADE~∆ABC

Q: In OQ,m JK 180 and m LM = 116 . What is m/1 ? K. M. mz1 =

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Q: M 42. Complete in two different ways: AJLM = ?

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Q: In APQR, PQ || ST. Given that SP=9, RS=21, and RT=28, find TQ. R

A: Given : PQ ∥ST SP = 9RS = 21RT = 28

Q: B D Given: Isosceles AABC, with A B = AC Prove: 2B E 2C

A: Proving by SAS rule.

Q: Given OK with secants NS and NR ,which exp N- P •K R S. O A. (NQ)(NQ + QR) -NP NP O B. (QR)(NQ+ QR)…

A: Concept used: Intersecting Secants theorem: The relation of p,q,r and s is p×q=s×r.

Q: ven that SST =270, R 0.75 and n 40, then the value of SSE is %3D a. 67.50

A: SSE is the sum of squares due to error and SST is the total sum of squares.