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Q: use completing the square the vertex, todus, and directri

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Q: (132) 3 WHAT DEGREE?

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Q: 6) Create an equation that is equivalent to the given equation: 2(x+ 3) = 14.

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Q: Unce completed, re-work the problem correctly in the space provided. WORKING Identify & explain the…

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Q: the quadratic equation of the equation given the re Give the solution. -4+う -4-31 and

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Q: 3. Use the quadratic formula to find the roots -2x² +11x = 15. 4. Use the quadratic formula to find…

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Q: Find the solve for correct equation to ue 35 50

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Q: The roots of this equation is?

A: The roots of some equation f(x)=0 are the values of x for which the function value is 0. This also…

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Q: Find the solution z to the equation .2 25 in the form a + bi, with - b > 0: The solution is + i.

A: We have  to find solution

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Q: Solve each equation. 1) 2= -r -5-

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Q: 12. Solve the equation algebraically. Give the exact solution then approximate the result to three…

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Q: Lesson 9: Solving Radical Equations Cool Down: A Radical Notion 1. Solve these equations. a. √n+2-4…

A: To solve the following equations. (a) n+2-4=0 (b) -4=m+23 Note: Since the student has posted…

Q: 2Find the centor and radius of the circ le 222+ adius of the circle 24--3=x- 44 +3 1D

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Q: 1. Eliminate the arbitrary constant. y? = 4C(x + C)

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Q: 2. Solve for m, 2 2m² = 3 - 5m

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A: The diameter of the base is 15 feet We will putting lights at a distance of 2 feets, hence the…

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Q: The ozone layer is located approximately at a height of 100 km from the surface Consider that our…

A: We will use derivative to find approximate changes in volume using change in thick ness of ozone…

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Q: Consider the radical equation 3V6– x+4 = -8 1.)Solve the equation. Next to each step, write a…

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Q: Spot Miss R's error in solving the following equation: 150 x 83 Step 1: = 150/ 83 %3D Step 2: =…

A: As we can write 150x8⁻³ can be written as 150/8³ And then 8³ is 512 so we can write it as 150/512…

Q: Find the quotient. Explain how you determined your quotient. m8-1 m-1

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Q: 1. The length of the hypotenuse is 13 inches. The length of one leg is 5 inches. What is the length…

A: To find the unknown side of each right angled triangle