Q: In the fioure below, the distance from A to D is y, the distance from D to C is x, and the distance…
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Q: Which pair of steps should be interchanged to fix the proof? Given: Isosceles AABC with AB BC Prove:…
A: The given triangle is isosceles.
Q: VO sides 2. PU = 9cm and UT 6cm In the diagram below SU || QT and ST || QR. T. Q Giving reasons PS…
A: In triangle PQT SU∥QT PSSQ = PUUTPSSQ = 96PSSQ = 32....................................EQ.1
Q: given AB is parallel to CD and AC is perpendicular to CD find the values of x and y.
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Q: Given AABC~ADEF. If BC = 24, EF = 15, and BA = x+6, and ED = x, then ED quals %3D %3D D E F C 12 B.…
A: The sides of two similar triangles are in the same proportion.
Q: Consider the diagram to the right below and complete the proof below. Given: BA = DC ZBAC = LDCA B…
A: We will find which of the following completes the proof as below.
Q: Given AABC with mz B = 62° and side AC extended to D, as shown belc %3D 62 A C Which value of x…
A: We given with the triangle with the condition AB is congruent to CB and angle B is 62°
Q: 12. If BC = 12, then BF = 2 and DE = ?. %3D %3D 13. If EF = 4.7, then AD =? and AC = ?. %3D
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Q: AC CB In A ABC and ADEF, DE FE additional information would prove AABC - ADEF? 1) AC=DF 2) CB=FE 3)…
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Q: Two cylinders each with a height of 50 meters are shown. P 50 in. Which of the following statements…
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Q: Given: BC DC; AC EC Prove: ABCA ADCE Statements Reasons 1. 1. Given 2. 2. Vertical Zs Theorem 3.…
A: In this question it is given that side BC is equal to side DC and side AC is equal to side EC. It is…
Q: Do 17 please
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Q: Given: A ADE-A ABC; EC = BC; DE = 4; AC= 18 Find: BC %3D
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Q: Mark the diagram and write your proof in the grid below. You may use more space below, if necessary.…
A: Given- AB¯ ∥ CD¯ To do- Prove that AB.DE=DC.AE
Q: 554 #l AB ICD and B Il DE Given: E Prove: m X ABC =MXCDE B STATEMENTS REASONS
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Q: By what theorem are the following triangles similar? Y E 12 15 10 R N. 8 11.25 A SSS SAS AA Not…
A: R=8 cosR = N=12 Y=9 R= 41.80° N = 89.60° Y= 48.56° 2) triangle D=11.25 A=10 E=15
Q: 12. AD=4, AB=13. Find CB. AT B.
A: Find CB
Q: Please see the attached image for the math problem.
A: We know AC=15 HK=HJ+JK=5+8=13 HJ=5 Since So, the transversals HM and AD will divide them into…
Q: Consider the following. Given: AABC with mzA = 45°, mzB = 30°, and %3D BC = 10 %3! Find: AB 45° 30°…
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Q: Given: △ABC with right ∠ABC BD ⊥ AC Find: a. BD= 12 AD= 9, DC= ? b.DC= 5, BC= 15, AD ? c. AD=…
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Q: Given: AE bisects BD; AB||DE Prove: ΔΑBC ΕΔEDC 3,
A: Given: AE bisects BD and AB ∥DE We have to prove that △ ABC≅△EDC
Q: 3. AB = 20, BC=40, mZB= 53, DE = 10, EF = 20, mZE= 53
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Q: Can use the given information to determine that AB BC? you Justify your answer. 1. LABDLCBD, AD=CD…
A: As per our guidelines, we can answer only one question in a single request. Question 2 seems to be…
Q: TM) Suppese Ar and Bel a) and Be( e 2. if CCA) = CCB) then a is agqua l bo ? az 4/a=\/a=6 la=2?…
A: Since you have asked multiple question, we will solve the first question for you. If you want any…
Q: 1. Determine the length of the following sides: TP: PU: TQ: PQ: 30 How did you determine the length…
A: given triangle is
Q: Solve by Using charpit's method:o Ans. yu?= 2(axy+aytra`+by) How Qupz -y?p+y°q = ° |
A: There is no such introduction for the solution.I have explained it within the solution.Please go…
Q: B C E A
A: According to our terms and condition i have solved first question for next question repost
Q: In trlangle ABC AH 1 BC DA m(BCb) = 25° JADI = |BD| = |CH| %3D %3D 25 %23 H. According to the glven…
A: A will be the right answer.
Q: perimeter of APQR is 56, PQ = 16, APQR~ASTU, and ST =8. Wha rimeter of AASTU? 28 [B] 2.3 [C] 8.3 [D]…
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Q: AB I CD S6l #2(P.S.) E STATEMENTS
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Q: GIVEN: AB I BC, XACB is complementary to ABE. PROVE: AC || EBD. D
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Q: Supply the missing parts Given: AT = BC CO bisects ZACB Prove: AACO = ABCO Proof: Since, AC = BC, CO…
A: Given: AC≅BC and CO bisects ∠ACB. To prove: △ACO≅△BCO Solution: We know that a angle bisector is a…
Q: AC__ CB DF¯ FE° additional information would prove СВ In ΔΑBC and Δ DEF, Which AABC ~ ADEF? 1) AC=…
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Q: P. SI = 16, IT = 16, PS = 160, and TN = 160 O a O b So we can use SSS to show triangle PIN triangle…
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Q: 9. Supply the reason for each step in the two-column proof. Given: AD bisects BE. AB || DE B A…
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Q: NLVIOUS ANSWERS ALEXGEOM7 5.2.010. Consider the following figure. C Given: AABC ~ APRC, mzA = 71°,…
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Q: BC || DE. A C Which statement is always true? AC 1) ВС DE AE АВ ВС 2) AD %3D DE AC 3) СЕ ВС DE DE DB…
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Q: Given &R and &V are complementary angles. 2u ch a LR Prove 2RSV is a right angle ab P.
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Q: の Use the accompanying diagram to solve Exercises 6 and 7. GIVEN: R =KT, SR = ST. 6. PROVE: ASRH =…
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Q: 16. In the figure, the distance from A to D is y, the distance from D to C is x, and the distance…
A: first, we will take the triangle △BAC and use sin ratio such as sinA=PHsinA=BCABsin32=h55…
Q: A D E 35° 70° B Given: ДАВС, AC = AB, CD = DE, MZABC=70°, mZ ECB = 35° Prove: DE | BC
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Q: A, D Given AB = DC, mZABD = 35°, and mZBDC = 25°. How does AD compare to BC?
A: Cosine rule
Q: 4) In the diagram QU =58, SU = 12, RS = ST = TU. Find the indicated measure. %3D a. RS b. QR c. RT…
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Q: A 28.5 18 47.5 LU 30
A: Two triangles are said to be similar to each other if they are having same shape but may have…
Q: Provide a proof for the following situation. Given: DB || EC and ZD & ZE are right angles. Prove : Δ…
A: Given: In the figure
Q: Given: DE || BC, AD = 5, DB 12, AE = 7 %3D Find: EC A E B. Exercises 9–12
A: Given: DE∥BC, AD=5, DB=12, AE=7 For finding value of EC, first we prove ∆ADE and ∆ABC as similar…
Q: 10. Given: AABC - APRC, mZA = 67°, PC = 5, CR = 12, PR == 13, AB = 26 Find: a) mZB b) MZRPC c) AC R…
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Q: Given that ABC a triangle and overline CD is perpendicular to AB, which proportions are true? Select…
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Q: 3. DC %3D FD In the triangles below, D= AC and ZB ZF. Which statement must be true? A. AB EF O BAABC…
A: The solution is :
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- The lower quartile (Q1) height for JV players is the same as the ______ for Varsity players.A simple random sample of heights of 6400Englishmen has a mean of 67.85 inches and SD 2.56 inches, while a simple random sample of heights of 1600 Australians has a mean of 68.55 inches and SD of 2.52 inches. D the data indicate that Australians are, on the average, taller than Englishmen?A running coach wanted to see whether runners run at a different speed after eating spaghetti the night before a race. For a 5-km race, two samples were chosen: 5 runners who had a regular dinner the night before and 10 runners who had a spaghetti dinner the night before. Their results (in seconds) are in the table below. At α = 0.04, assuming unequal population variances, and using the Welch-Satterthwaite (i.e., exact) equation to calculate the degrees of freedom, do the data support the alternative hypothesis that runners do indeed run at a different speed after eating spaghetti?
- When determining whether grounding accidents and hull failures result in different spillage (is there a difference between spills caused by grounding or hull failures) would I use a two tail t test to decide this?Marshall is superstitious and suspects that people who take the GRE while wearing the same dirty socks that they wore when they got their best score on a practice test will do better than people who do not wear these “lucky” socks. In order to test that hypothesis among college students, he made 20 students wear their “lucky” socks and 20 not wear their lucky “socks” while taking the GRE test. Although he was convinced that people who wore their “lucky” socks would score higher than people who didn’t, he wanted to be able to test the possibility that they could score lower. Their scores are as follows: “Lucky” Non-“Lucky” Sock wearers Sock Wearers 108 105 107 107 112 110 113 109 105 105 100 114 120 98 *For this problem, you will be conducting a t…) Marshall is superstitious and suspects that people who take the GRE while wearing the same dirty socks that they wore when they got their best score on a practice test will do better than people who do not wear these “lucky” socks. In order to test that hypothesis among college students, he made 20 students wear their “lucky” socks and 20 not wear their lucky “socks” while taking the GRE test. Although he was convinced that people who wore their “lucky” socks would score higher than people who didn’t, he wanted to be able to test the possibility that they could score lower. Their scores are as follows: “Lucky” Non-“Lucky” Sock wearers Sock Wearers 108 105 107 107 112 110 113 109 105 105 100 114 120 98 *For this problem, you will be conducting a t…
- Marshall is superstitious and suspects that people who take the GRE while wearing the same dirty socks that they wore when they got their best score on a practice test will do better than people who do not wear these “lucky” socks. In order to test that hypothesis among college students, he made 20 students wear their “lucky” socks and 20 not wear their lucky “socks” while taking the GRE test. Although he was convinced that people who wore their “lucky” socks would score higher than people who didn’t, he wanted to be able to test the possibility that they could score lower. Their scores are as follows: “Lucky” Non-“Lucky” Sock wearers Sock Wearers 108 105 107 107 112 110 113 109 105 105 100 114 120 98 *For this problem, you will be conducting a t…Marshall is superstitious and suspects that people who take the GRE while wearing the same dirty socks that they wore when they got their best score on a practice test will do better than people who do not wear these “lucky” socks. In order to test that hypothesis among college students, he made 20 students wear their “lucky” socks and 20 not wear their lucky “socks” while taking the GRE test. Although he was convinced that people who wore their “lucky” socks would score higher than people who didn’t, he wanted to be able to test the possibility that they could score lower. Their scores are as follows: “Lucky” Non-“Lucky” Sock wearers Sock Wearers 108 105 107 107 112 110 113 109 105 105 100 114 120 98 *For this problem, you will be conducting a t…A data with 18 points will be integrated as accurately as possible using a combination of Simpson's rules. It will require ____ applications of Simpson's 3/8th rule and _____ applications of Simpson's 1/3rd rule
- The Engineering group performed a factorial experiment to investigate the effect of paint primer type and application method on paint adhesion. The results for each combination of primer type and application method are shown below. Each combination has three specimens painted, then a finish paint was applied, and the adhesion force was measured. Compute for the following: (1) Sum of Squares, Degrees of Freedom, (3) Mean Square, (4) fo, and (5) P-Value for; (a) Primer types, (b) Application methods, (c) Interaction, (d) Error, and (e) Total. Write your complete solution and create a table for the results ANSWER C,D,EThe Engineering group performed a factorial experiment to investigate the effect of paint primer type and application method on paint adhesion. The results for each combination of primer type and application method are shown below. Each combination has three specimens painted, then a finish paint was applied, and the adhesion force was measured. Compute for the following: (1) Sum of Squares, Degrees of Freedom, (3) Mean Square, (4) fo, and (5) P-Value for; (a) Primer types, (b) Application methods, (c) Interaction, (d) Error, and (e) Total. Write your complete solution and create a table for the results ANSWER 1,2,3,4Delta has a new jumbo jet they believe will decrease the flight time from Newark to London Heathrow. To be faster than its competitors, the mean must be less than 6 h 50 minutes (or 410 minutes). Because of costs, the agency monitoring the flight times only requires that eight trials be run. The results (in minutes) are given in the spreadsheet. If the FAA requires that the agency be 90% confident of its findings (so an alpha level of 0.10), what should the agency report? Conduct an appropriate hypothesis test using Excel. Assume the population distribution is approximately normal.
