Extra Credit; Crédito adicional; Siplemantè Kredi (You do not have to do this one) Given AC BC Dis the midpoint of AB Prove: AACD = ABCD Statements Reasons 1 Given 2 Given 4. SAACD ABCD

Q: The proof below may or may not be correct. If the proof is incorrect, determine the first step…

A: step 6 is not correct.see below the answer and explanation

Q: Given: AD CD and BA = BC Prove: AE CE 1. AD CD and BA BC 2. 3. 4. 5. 6. Statements 7 Complete the…

A: We solve the result by using congruence property of a triangle. We know that if two triangle are…

Q: Drag the statements & reasons to the correct boxes to complete the two-column proof E F H Given: EF…

A: In ∆ EFH and ∆ GFH   HF = HF  ( as common in both.)  Angle EFH = Angle GHF ( alternate interior…

Q: O 3. What kind of relationship do QR and QU have in this picture? Jw R. parallel O noncoplanar O…

A:

Q: A Do You UNDERSTAND? 1. ESSENTIAL QUESTION How are ASA and AAS used to show that triangles are…

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Q: GIVEN: X is the midpoint of AD, AD bisects BC PROVE: AABX= ADCX STATEMENTS REASONS X is the midpoint…

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Q: Given: *ABE = *FCD BF I| EC B Prove: ABEC = ACFB F Statements Reasons 5. Given: AB and CD intersect…

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Q: If AB = 14 and AC = 27, find the length of BC. 14 A B 14

A: Given, AB=14,AC=27 To find: BC Solution: From the figure above, we have:…

Q: Qiven: CD=4AC CE =4BC Prove A ABC AEDC D.

A: Given, CD=4AC----(i) CE=4BC----(ii)

Q: Given: BD bisects ZABC and AB CB. Prove: AD CD. Step Statement Reason BD bisects LABC Given AB CB BD…

A: Given- BDbisects ∠ABC and  AB≅CB, To Prove- AD≅CD Theorem To Be Used-( CPCT theorem) (Corresponding…

Q: Directions: Complete each proof using the most appropriate method. (SSS or SAS) 9 Given: AB CD, AB…

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Q: Prove Me! Directions: Complete this two-column proof using the given diagram. Please mark up your…

A: Here we are given that SP || OU, then alternate angles are equal and corresponding angles are equal.

Q: Solve for x and find the length of EG. Given GEH-DEF. (Hint: Redraw as two separate triangles) E- 16…

A: Given: △GEH~△DEF

Q: Match the following propertles glven In the first column to thelr appropriate description. Reflexive…

A: We can answer it as below as per the definition.

Q: 4. Given AGCH use the diagram below to prove ZA 2c. G A.

A: In△ABH and △CBGBH=BG             (given)BG=BH         (1)AG=CH        (2)add (1) and…

Q: e/13069140/custom1614265062589 Step Statement Reason AD CF AE GO Given AC 1 DE AC 1 FG Type of…

A: Solution:-

Q: Use the given information to prove that ADEF ADGF.

A: We need to find out the reason and complete the proof .

Q: 5. Fill in the blanks to complete the proof. 5. Complete the proof. Given: AB = BE, AD I AB, CE I…

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Q: Justify the reasons for the proof. Given: V is the midpoint of RT, RS=TS Prove: ARSV = ATSV R V

A:

Q: Fill in the missing statement and reason of the proof below. Given: AABD ADCA and AD BC. Prove: ABCD…

A: Given: 1.△ABD≅△DCA                     Given2.AD¯≅BC¯                              corresponding…

Q: Prove: AEFG = AJHG E H Statement 1. G is the midpoint of HF 1. given |2. FG = HG 3. EF | HJ 4.? 5.…

A: I have given the answer in the next step. Hope you understand that

Q: Given: ZH ZL, HJ = JL. What congruence theorem justifies the congruence statement AHIJ EALKJ O…

A: As two relationship are already given so just find out the third one.

Q: Complete the two-column proof. Given: ZB = ZR, ZBPC = ZRCP Prove: ABPC =ARCP R Statements Reasons I

A: Answer and explanation is given below...

Q: D C S Given: Rectangle DNSC with diagonals DS and NC Prove: DS NC N REASON 1. Rectangle DNSC with…

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Q: Proof 2 E K Given: El bisects ZKEV El bisects ZKIV Prove: KE VE and KI VI Statement Reason

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Q: ZPTQ LQRS and QT || RS. Complete the proof that ZS ZQRS. Q R P.

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Q: Given: JK LK; JM LM Prove: ARM a ARLM Statements Reasons 1. 1. 2. Refiexive Prop. 3. 2.

A: Two or more shapes or figures are said to be congruent to each other if they have the same shape or…

Q: 11 Given: ZF is comp. to ZFGJ. ZH is comp. to ZHGJ. GJ bisects ZFGH. Conclusion: ZF= ZH

A: Given:- ∠F is complementary to ∠FGJ ∠H is complementary to ∠HGJ GJ→ bisects ∠FGH. To prove:- ∠F≅∠H

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

A:

Q: Given: In AABC, 41=22; AE || BD; F is a midpoint of CE; CF is an altitude of AACD FG is a median of…

A: Note: According to the Bartleby guidelines, we are allowed to solve only first 3 parts of the…

Q: Given: AB 1 BC DE LCD BD and AE bisects each other Prove: AB ED X D Statements Statamante Reasons…

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Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.