Here is rectangle ABCD, with AD 8 and CD 6. 8. A 6. The length of BC is

Q: Here is rectangle ABCD, with AD 8 and CD 6.

A:

Q: Here is rectangle ABCD, with AD 8 and CD 6. 8. A 6. The length of AB is ぐ 木

A:

Q: Given AABC ~ ADEF, the length of EF is

A: Given: ∆ABC~∆DEF

Q: 27. If m ZACD = 450 and AD = 14 cm, find AC. 27. A 28. If m ZCAD = 30° and AD = 12 cm, find CD. 28.…

A:

Q: What is the length of EG? Triangle ABC is congruent to Triangle EFG. 3 in 5 in B 4 in 90

A: Congruent Triangles:- Two triangles are called Congruent Triangles if triangles have the same size…

Q: Given: ABUG ~ ABAN, BU = 8 in , UA = 4 in and AN = 24 in. What is the length of GU? 8. N. 24 A

A: Here we use the property of similar triangle that is the ratio of corresponding sides are equal if…

Q: Given ABUG as shown with B(-3,-1), U(-3,3) and G(4,1). Find the area of triangle BUG.

A:

Q: 30° C В 2) Given side AR in AABC has lenath y what is thee

A:

Q: Given AABC AB 88 & BC = 175 the length of AC must be between

A:

Q: e figure, ST ∥ BC, AB = 10 and AC = 8. If the length of SB is 2 units more than length of AT, then…

A: In the diagram given,   ST ∥ BC (given) By basic proportionality theorem,  ASSB=ATTC Here , AS=AB-SB…

Q: Give the side length. BC, given AC = 6, AC' = 18, and B'C = 21. %3D Ouesti Next Ouestion

A:

Q: ABC< DEF. If AB = 4, DF = 9, and DE = 12. What is the length of AC?

A: Given that two triangles ABC and DEF are congruent. So, the ratios of their sides are same.…

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: Given: ZA = LD BE bisects AD Prove: AABC = ADEC A E D

A:

Q: Given: ABUG~ ABAN, BU = 8 in , UA = 4 in and AN = 24 in. What is the length of GU? 8. U 24

A: Here we use the property of similar triangles that is ; the ratio of corresponding sides of similar…

Q: Referring to the figure below, what is the length of side RS if side PQ = 16in and side PS = 14in? P…

A: Given PQRS is a parellogram  PQ is parellel with RS PS is parellel with QR So, PQ = RS = 16 in

Q: uadrilateral ABCD is circumscribed about 0. If AB = 13, BC = 10, and CD = 9 nd the length of side…

A:

Q: Use the diagram shown. If AD=5, AC= 11, and BD = 5, then what is the perimeter of AABC? D

A:

Q: 10 in 6 in 5 in the Area is in the perimeter is in

A: given,

Q: A If segments DE and AB are parallel, which of the following expressions will help Jolene determine…

A:

Q: In parallelogram FRED shown below, ED is extended to A, and AF is drawn such that AF DF. If mLR =…

A: Solution: The objective is to find m∠AFD

Q: n triangle ABC, measure of angle A= 2x+15, measure of angle B= 4x+11, and measure of angle C= 3x+10,…

A: Given

Q: Given that ADAE ABAC, the length of side AE is A AE 12 B AE 3 CAE 4 D AE 8

A: We have to find AE

Q: Given ABTS is similar to ALUV. What perimeter of ABTS?

A: Given that:

Q: If P is the orthocenter of ABC, AB = 13, BF = 9, and FC = 5.6, find the perimeter of AABC. E F C The…

A: Given: The triangle ABC with BF as altitude and AB=13,BF=9,FC=5.6 To find: The perimeter of triangle…

Q: Given AABC with ZA= ZB. If BC = 56 and AB = 47, find the length of AC. A 47 B 56 AC =

A:

Q: B If BE = 10, ED = 12, and EC = 3. what is the length of AE?

A:

Q: Given that AABC-ADEF, and b = 8, c = 12, and e = 14, determine the length of f. %3D C A. F b. D. O…

A: We have to solve the problem

Q: In the diagram of AABC below, DE is parallel to AB. CD = 15, AD = 9, and AB = 40. 15 40 The length…

A:

Q: If the area of a square is 2 in.2, then find the length of the square’s diagonal, d

A:

Q: In ⊙P, AB¯¯¯¯¯¯¯¯ is drawn through P, and AC¯¯¯¯¯¯¯¯ and PC¯¯¯¯¯¯¯¯ are drawn as well with A, B, and…

A:

Q: Given: UT bisects ZWUV, WU 8, UV = 12, WT = 6 Find: TV V

A: given: UT⇀ bisects ∠WUVWU=8UV=12WT=6

Q: What is the length of EG? Triangle ABC is congruent to Triangle EFG. A 3 in 5 in E 90 B 4 in C 5 in

A: ∆ABC ≅∆EFG  m∠ABC≅m∠EFG = 90°

Q: In triangle ABC, a = 5, b = 7, and c = 8. The measure of LB is O 150° O 60° O 30° O 120° « Previous…

A:

Q: O a cirale, Triangle ABC is imseribed in. mtA=80, m AC =88, 21 frid i a)m BC A. 88 8/ c) m文C d) m AB

A: A circle having a triangle inscribed

Q: Determine whether or not the following length is convertible with ruler and compass 4+2√3-√2i

A: Hint: The given expression is 4+233-2i. Here i is complex number.

Q: В E 16° C MZBCD = MZADE = MZABD = MZAEB = MZCBE = MZDEA =

A: Use property of rectangle

Q: 2 Frud the exact perimeter aud the avea of the sequeut. ( Refer to Secton 8.5 Example 2a, 120

A:

Q: Quadrilateral ABCD is translated down and left to form quadrilateral OLMN. If AB = 6 units, BC = 5…

A: Given: Quadrilateral ABCD is translated down and left to form quadrilateral OLMN. AB=6 units BC=5…

Q: Given this is a rectangle, AC = 3x – 60, and BE = x + 5, find the measure of EC

A: Diagonals of a rectangle are equal. Therefore, AC=BD.

Q: Find the area and the perimeter of the triangle: 8. in 8 7 in 2 in

A:

Q: 2. What is the length of each diagonal AC and BD? B. C 18 in 30

A: The diagonal of rhombus are perpendicular bisector of each other.

Q: If AC has length 6.9 and BC has length 12.7, find: • The length of AB: 113.68 • The measure of angle…

A: In right angle triangle,  sin θ=OppositeHypotenuse cos θ=AdjacentHypotenuse tan θ=OppositeAdjacent…

Q: Given: AB N CD, AC BD, AB I CD Conclusion: ABCD is a rectangle. The conclusion is (select) v

A: We are given the following picture.               And:

Q: Given CE=18CE=18 and CD=12,CD=12, determine the length DE‾.DE.

A:

Q: Given AABC with ZA=ZB. If BC = 56 and AB = 47, find the length of AC. A 47 56 AC = Back Next B

A:

Q: 15 - Quadrilateral ABCD is a rectangle: If AC = %3D 5 and AD = 3, find %3D DC M O DC = 3 O DC = 2 DC…

A: ABCD is a rectangle. AC=5 AD=3 We need to find DC

Q: If the perimeter is 14.2, what is the length of AB? 1.9 in. 3.7 in. 3.4 in. D 3.6 in.

A:

Q: Given AABC A AED and AD=7.5 What is the length of DC ?

A: Given   △ABC~△AED              ∴ACAD=BCED             ⇒AD+DCAD=86=43…

Q: Given right AABC with AC = 8 and BC = 10 , what is the exact area of the largest rectangle (by area)…

A: