√2y +9 = 5

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Q: ABCD is a rectangle. В 4 3 E 5 Given: ВЕ — 6 BC= 6 Solve for AC. Solve for AB. 6.

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Q: he following problem refers to triangle ABCABC. Find the area of the triangle. Round to three…

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Q: 5. The area of a triangle whose base is b and whose altitude is h is A =

A: The area of a triangle whose base is b and whose altitude is h

Q: Show the solution.  1) What kind of triangle whose lengths of the sides are 11, 15, and 9? 2) A…

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Q: Ag Art A Wa TT

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Q: This question must be solved by "completing the square". Be sure to show your work accordingly. n -…

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Q: 6. In ∆ABC, given that a = 32, c = 48, and B = 125.2º. Solve the triangle.

A: Given that a=32, c=48 and B=125.2°find b

Q: Refer to the number line. K -15 -10 -5 The ratio of FX to XK is 1:1. Which point is located at X?…

A: Given the number line We need to find: i) The point X such that the ratio between FX and XK is 1:1.…

Q: 6.3 12 6. 8.4 triangle A triangle B triangle C triangle D Which triangle's hypotenuse has a length,…

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Q: Given triangle DEF triangle TSR If <R=3x+5, and <F=2x+10, what is x? Show Your Work

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Q: Given right AABC with AC = 8 and BC = 10:A rectangle is constructed in AABC as shown in the diagram.…

A: In the figure shown as - ABC is the triangle with,AC = 8 cmBC = 10 cmLet,Length of the rectangle =…

Q: A. Using the Illustration below, apply theorems 120-121 to find what are belng asked. B GIVEN: SOLVE…

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Q: Assume suitable value for any missing data.

A: Given,                -DAB∂2CA∂z2+kCA=0

Q: K dl 4.0 5.0 0

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Q: "The sum of the square roots of any two sides of an isosceles triangle is equal to the square root…

A: Given: "The sum of the square roots of any two sides of an isosceles triangle is equal to the square…

Q: 3. The polygons in each pair are similar. Solve for x. * 63 49 49 8x -2 42 O x = -7

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Q: 2) The end of a dog's leash is attached to the top of a 5-foot-tall fence post, as shown in the…

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Q: In Exercises 9 and 10, point D is a point of tangency. 9. Find BD. 10. Point C is also a point of…

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Q: An isosceles triangle has a base that measures x + 2 with legs that measure 4x - 3 and 2x + 5. What…

A: In an isosceles triangle, the measure of both the legs should be equal.

Q: 6. The formula for the perimeter, P, of a rectangular with the length,1,and width, w, is P 2(1+w).…

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Q: The diagram shows two right triangles. 32 A 32 Is it true that and 1 must be equal?

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Q: 4. Consider the triangle below. 60° 4 4a Determine the value of c.

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Q: If the area of a triangle with vertices (5,2), (k, 4), and (0, -3) is 12 ½, solve for the possible…

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Q: Which of the following is closest to the distance that the tip of the hand travels as it moves from…

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Q: Which of the following gives the dimensions of a rectangle with the largest area that can be…

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Q: Consider the following. 5 X Find the length of the third side of the triangle in terms of x.

A: Using Pythagorean theorem

Q: Sometimes the area of a circle is recorded as a number multiplied by TE (pi), such as A=161 cm? for…

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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: Use the like bases property to solve the equation 4(2) – 12 = 1012 %3D Question Help: DVideo…

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Q: 5. Use the figure below to answer the question. 10 in. D. A ABC is equilateral and each side…

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Q: 1. What is the length of EF?

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Q: The degree of precision of a quadrature formula whose error term is :-"() is 1 2 O Option 4 None of…

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Q: Solve the following problems applying Polya’s Four-Step Problem-Solving strategy. How many posts…

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Q: 11. Will ran the diagonal distance across a square field measuring 40 yards on each side. James ran…

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Q: Connect the midpoints of the opposite sides of the unit square. Do the same with all the newly…

A: Given: A unit square. Connect the midpoints of the opposite sides of the unit square.  The objective…

Q: 6. Find the measure and length of ABC. Express the answer in terms of r.

A: Length of ABC curve Radius R=4m Angle = 51 degree  Anglen= 83 degree

Q: 6. x = 83 M (9x + 40)

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Q: Show all work! Solve the following triangles using the appropriate methods. (3) C a = 20 b = 16 30°

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Q: 19) Which describes how the area of a parallelogram will change if the dimensions are reduced to 1…

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Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.