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When solving Quadratic equations using the Quadratic formula you must label the a, b, and c. Once you know what the a, b, and c are you substitute a,b,and c into the formula you. Once you have done both of those steps you should simplify what is under the square root and denominator. Once you have done those steps you should be left with the final solution.

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Use the quadratic formula and the equation needs to equal zero. Identify a, b, and c. Then plug them into a quadratic formula. Rafael Sayula.

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First, you have to simplify underneath the square root. Then, get the denominator and find the square root of the number you got. Finally, calculate the numerator and divide yours have to do the same even if you get a decimal.

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First, to use the quadratic formula, the equation must be equal to zero, so move the –5 back to the left hand side. Next, Identify a, b, and c and plug them into the quadratic formula. In this case a = –3, b = 6, and c = 5. Lastly, Use the order of operations to simplify the quadratic formula.

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To calculate the value of the expressions you have to simplify the numbers on the square root and denominator the you can divide and so that is the solutions.

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You can use the formula by having the equation plugged into it and solving the equation with it. You label a, b, and c to help you organize and memorize the formula. Finally, you can just follow the few steps to solving a quadratic equation using the formula.

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Chapter 4: Solving Quadratic Equations using the Quadratic Formula

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Chapter 4: Solving Quadratic Equations using the Quadratic Formula

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To calculate the value of expression you have to simplify underneath the square root and then find the square root of whatever the answer was from multiplying and adding a, b, and c. After that you calculate the numerator and divide.

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Chapter 4:  Solving Quadratic Equations using the Quadratic Formula

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Chapter 4:  Solving Quadratic Equations using the Quadratic Formula

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When solving a quadratic equation using the quadratic formula it is very similar to the 4.3 lesson. The quadratic formula is
x = −b ± √(b² − 4ac) ÷ 2a. You will first need to plug the numbers into the formula. The first number in the quadratic equation will plug into letter a, the second number will plug into letter b, the third number will plug into letter c. After that you will solve the same way as you solved in lesson 4.3.
An example through an image is down below.

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You can calculate the value of the expression by finding a,b and c  and solve for the denominator  Then you want to multiply the denominator, after that find the square root Next you want to simplify under the square root. Last the solution is X-intercepts.

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Chapter 4: Solving Quadratic Equations using the Quadratic Formula .

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Chapter 4: Solving Quadratic Equations using the Quadratic Formula .

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A quadratic formula starts with a,b,c which helps with putting the right numbers in order of the square root and outside of it. The way you want to start off is to first label your a,b,c values. After that substitute your a,b,c and put the number values in for a,b, and c. Then after you added and subtracted or divided your square root you want to simplify under your square root. Last the solution is x-intercepts.

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Chapter 4 : Solving Quadratic Equations using the Quadratic formula.

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Chapter 4 : Solving Quadratic Equations using the Quadratic formula.

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First, label the quadratic formula A,B,C and substituting A,B,C into the formula. Secondly, simplify under the square root and the denominator. Lastly, get the finale solution and that is the X-intercepts.

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Chapter 4 : Solving Quadratic Equations using the quadratic formula. Angel Cerino 

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Chapter 4 : Solving Quadratic Equations using the quadratic formula. Angel Cerino 

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A quadratic formula is A,B,C, that helps you put the right numbers in of the square root and outside of it. first you want to label A,B,C. Then you want to put in the numbers that you got for A,B,C. Next you want to simplify under the square root. Last the solution is X-intercepts.

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You can calculate , first you start by finding the values a, b ,and ,c . After that, solve that and you get the denominator. The value by the substituting a number for each variable.When you finish square rooting you add or subtract then you divide if that's how your teacher wants it.The last step to calculating the value is by calculating the numerator, and then divide.

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You can calculate the value by substituting a number for each variable. For example, variable x is equal to 4 since 4+4=8. By knowing the value of our variables you can replace them with a number.

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You can calculate the value of the expression by simply following four steps. First, you want to simplify the numbers underneath the square root. Then you want to multiply the denominator, afterwards, you have to find the square root of the number underneath. Lastly you calculate the numerator and divide.

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To calculate the value of an expression you find the value for a, b, and c. You then simplify the number under the square root to find the denominator . Then find the square root and calculate the numerator and divide .

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You can calculate the value of the/an expression by  finding the values for the letters A,B,C  and then by simplifying under the square root, you'll find the denominator.The # under the square root is called the denominator. The last step to calculating the value is by calculating the numerator, and then divide.

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calculating the expression , first you start by finding the values a,b,and,c . After that, solve that and you get the denominator. Then, calculate both the numerator and last but not least divide them both.

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You can calculate the value of the expression by square rooting, multiplying and adding. When you finish square rooting you add or subtract then you divide if that's how your teacher wants it.

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Chapter 4 Summary - Solving Quadratic Equations using the Quadratic Formula

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Chapter 4 Summary - Solving Quadratic Equations using the Quadratic Formula

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First you are going to solve the quadratic formula by labeling the quadratic formula in a,b,c. Second substitute a,b,c, into the formula. Third you need to simplify under the square root and the denominator too, and that's how you get the final solution the x-intercepts.

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1.