Solve the equations  x^2 + 34x = −64 and x^2 + 8x + 28 = 0. Use a different solving method for each quadratic. Moreover, before solving each quadratic, discuss one method which cannot be used to solve the quadratic, and explain why that method doesn’t work

Q: solve the  equation without using the quadratic formula or graphing by hand or TI-84   3x^2+3=30

A: Solution: The objective is to solve the given equation

Q: 5x^2 + 60 = 0 Solve.  Show your work

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Q: Jonny solved the quadratic equation. x^2 + 4 = 0 and found no solutions. Is he correct?Why or why…

A: Solution the equation

Q: Solve for x using the Quadratic formula. List the values you are using for a,b,c. Show all steps…

A: We are required to: Solve the quadratic equation 5x2-8x=3

Q: Solve the following quadratic equation by completing the square. Simplify the solutions and…

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Q: Solve quadratic equations by factoring: 5(5+u^2)+10=3u(2u+1)-u

A: Given:

Q: what are three different techniques used to solve quadratic equations and explain when to use each…

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Q: Use the quadratic formula ( x= -b+_ root b^2 -4ac/ 2a) to find the exact solutions to the equation…

A: Use the formula x= -b+_ root b^2 -4ac/ 2a to solve the quadratic equation.

Q: What is Relationship between the Coefficients and Roots of a Quadratic Equations?

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Q: If using the method of completing the square to solve the quadratic equation x^2-14x-15=0, which…

A: The given equation is  x^2-14x-15=0

Q: Identify the value for a,b and, c for 5x^2-19=3x exactly like the example.

A: Given: Quadratic equation 5x2-19=3x We are required to solve: The quadratic equation