Using Numerical suethad, -DAR CA Solve KCA 1)

Q: 1. A table cloth is cut into a parallelogram in which two opposite angles measure (8x – 33)ᵒ and (5x…

A: 1. Given that a table cloth is cut into a parallelogram in which two opposite angles measure 8x-33°…

Q: Using the polya's four step problem, how many square are in the figure?

A: Concept: Polya's four-step problem solving: (1). Recognize the issue.Sometimes the issue isn't so…

Q: Point F is on line segment EG. Given FG = 8, EF = 2x+ 4, and EG = 4x – 10, determine the numerical…

A: Given :FG=8EF=2x+4EG=4x-10Point F is the line segment EG To determine numerical length of EF

Q: In the diagram below, AB = 5 and BC = 2. Write a two-column proof that shows the length of AC. %3D…

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Q: How many solutions are pos sible for the AABC, given, ZB = 52°, b = 8cm andc=14cm? %3D %3D O 2…

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Q: How do you solve triangle proofs?

A: We need to find how to solve triangle proofs. Do not stress out. It is simple if you know all the…

Q: Given: ZHGI = LJIG, HG = JI a. Prove: AHGI = AJIG

A: Given : ∠HGI ≅ ∠JIGHG≅JI

Q: 2. Two ships leave port at 4:00pm. One is headed 38°NE travelling 11.5mph. The second ship is headed…

A: Given: V1=11.5 mph 38°NE and V2=13 mph 47°SE

Q: 15) The Sunshine Skyway Bridge in Florida is the world's longest cable-stayed bridge, spanning 4.1…

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Q: Which is equal to sec⁡36∘? a. csc⁡36∘ b. sec⁡126∘ c. csc⁡54∘ d. sec⁡54∘

A: secθ=cosec(90-θ)

Q: Ag Art A Wa TT

A: The weight of male babies less than 2months old in the US is normally distributed with mean…

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

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Q: Find the length of diagonal of the rectangle with length = 28 in and width = 7 in. %3D %3D "Hint:…

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Q: cm, (x+3) , (x+5). Find th

A: The sides of a right angled triangle are (x+1)cm, (x+3)cm , (x+5)cm. Find the length perimeter of…

Q: To approximate the length of a marsh, a surveryor walks 235 meters from point A to point B, then…

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Q: А B в 8 4, CO

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Q: A 26-foot ladder rests against the wall of a building and reaches 20 feet from the ground. How far…

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Q: 5. The diagram below shows a hexagon-shaped tile used for flooring. Each hexagon tile has an area of…

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Q: rimeter of the base, p

A: Consider the standard figure of the trapezoidal prism:

Q: 11.) How far does the tip of a minute hand on a clock travel in 45 minutes if the distance from the…

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Q: 8. Area of E(3,5), X(3,2), Р(7,2)

A: Given- E3,5,X3,2,P7,2 To find- The area of the above triangle having above vertices, Identity Used-…

Q: 8. V. 17.

A: The figure is given by

Q: What is the unknown leg length? Pythagorean theorem:a2+b2=c2 122+b2 = 152 %3D 144 +b2 = 225 b2 = 81…

A: We have to find the unknown leg length. Pythagoras theorem says that,…

Q: In Exercises 7-9, use the diagram to find the given length. In the diagram, QR = ST = 12. 7. CU R 7x…

A: Given that length QR = ST = 12 and the line CU drawn from the center of circle makes 90o with QR

Q: 6. Find the length of arc AB. 78" 14m B. Length of arc AB-

A: We have to find the length of arc AB

Q: e falling parach

A: answer is in next step

Q: As nemo swims on the bottom of 120 foot ocean, he spots his Dory at surface of the water at an anglo…

A: Nemo swims on the bottom of the 120-foot ocean, he spots his Dory at the surface of the water at an…

Q: What are all of the solutions for the equation 3cos(30)-8=-11 on the interval of [0°, 360°)? Give an…

A: Here is the solution

Q: b) How may bisections are needed to solve the equation with 108 accuracy. (the equation is given in…

A: Bisection method: Let us consider f:a,b→ℝ such that f is continuous function on [a,b] and…

Q: 1. The three sides of a triangle measure 18cm, 25cm, and 49cm. What is the perimeter of the…

A: According to our guidelines, In case of questions with multiple subparts we are supposed to answer…

Q: Point F is on line segment EG. Given EF = 2x, EG = 5x, and FG = 2x + 4, determine the numerical…

A: Point F is on line segment EG.Given that EF=2x , EG=5x   and FG=2x+4. Determine the numerical length…

Q: 3. Now that we have determined the length of each side of the special triangles, we can see how they…

A: “Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: (3) Ladders used by fruit pickers are typically tapered with a wide bottom for stability and a…

A: The complete solutions are given below

Q: 12. In right triangle ABC, CD is the altitude to hypotenuse AB. If CD = 12 cm and DB exceeds AD by 7…

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Q: 2.3 inches, ZI=21° and ZG=140°. Find the length of h, to In AGHI, g = the nearest 1oth of an inch.

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Q: (a) Apothem of the base, a

A: Since you have posted a question with multiple sub-parts, we will solve the first three sub-parts…

Q: How far from the base of the house do you need to place a 15’ ladder so that it exactly reaches the…

A: Here we have to find the distance from the base of the house to the base of the ladder such that the…

Q: 8, The common ratio in a geometrc sequerce and i5 3127 Sum of the fifth term is le Find the me…

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Q: # 6. In the triangle AXY, AX = 124 m, and the angles of elevation of A from X and Y are 58°and…

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Q: A student is told that ABand CD have equal lengths. Ths student writes down AB= CD. What is wrong…

A: Here, the student is told that AB and CD have equal lengths. And students write down AB = CD

Q: Given: MT and HA intersect at B, (MA)(HT) and MT bisects HA Prove: MT = HA Part A: Annotate the…

A: Given : MT and HA intersect at BMA || HT and Mt bisect HAto prove : MT = HAIn ∆MAB and ∆ HBT

Q: Use a Pythagorean Triple to fud x. 7. 8. Chapter 8

A: We have to find x

Q: If ST = TU, find the value of x. Then find SU. S U 4х -2 3x+4

A: It is given that ST ≅TU . To find the value of x in the given figure and find SU. Solution: Since,…

Q: Point J is on line segment I K. Given JK = 8 and IJ = 7, determine the length IK. Answer: IK

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Q: Point P is on line segment OQ. Given OQ = 4x – 10, OP = 2x, and PQ = x, determine the numerical…

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Q: In the diagram below, AB = 5 and BC = 2. Write a two-column proof that shows the length of AC. в с…

A: We have to find AC.

Q: 1-Write 5 examples about grap Origin explain them with detail

A: In the given question, the concept of a hyperbola is applied. Hyperbola A hyperbola is a significant…