# data[].attributes.body
x^2 + 10x - 75

Step 1: move the c term to the right side of the equation.

x^2 + 10x = 75

Step 2: find the value of c in the right side of the equation. Add the c value to both sides.

x^2 + 10x = 75

10/2= 5^2= 25

x^2 + 10x + 25 = 75 + 25

Step 3: fin the square roots of a and c. Also simplify the right side

x^2 + 10x + 25 = 75 + 25

x.                  5.= 100

(x+5)^2 = 100

Step 4: Divide each side by their square roots.

(x+5) = (-)(+) 10

Step 5: Solve and get the two answers of x.

x+5=-10 / x=-5

x+5=10 / x = 15

# data[].attributes.body
1. divide all #s

2. then you subtract or add the third term to both sides.

3.

# data[].attributes.body
1. First you have to divide all the numbers by the first trm of the equation that is given to you.

2. Then you subract from both sides

3.

# data[].attributes.body
1. First you divide all numbers by the first term of the equation.

2. then you subtract or add the third terms to both sides.

3. divide the second term by two and square it

4. the squared number will be your new third term

5. then you find the square root of the both sides of the eqaution

6. then you chek it

# data[].attributes.body
Steps:

1) Divide all numbers by the leading coefficent

2) Subtract or Add

3) Find the square root and simplify if needed

4) Solve for x

5) Check

# data[].attributes.body
- Divide by the first number of the equation.

- Subtract the last term from both sides.

- Find the square root of both sides of the equations

- solve for X

# data[].attributes.body
1.Divide all numbers by the leading coefficient.

2.Subtract/ Add

3.Find the square root of both sides of the equation.

4.Solve for x

5.Check.

# data[].attributes.body
1. Divide

2. Subtract

3. Simplify and find the square root

4. Solve for x

5. Check if you want to

# data[].attributes.body
step 1: Divide both sides by the co-efficent

step 2: Subtract a number on one of the sides and add it on the other side to make it equal

step 3: Find the square root of both sides.

step 4: plug in the values

step 5: check

# data[].attributes.body
1. Divide numbers by 2 and then square it.

2. Add or subtract the last term of the equation.

3. Find the square root of each number

4. Solve x

# data[].attributes.body
Step 1: First divide both sides by the same number

Step 2: Then subtract the last term of the last equation

Step 3: Then simplify and if possible find the square root of the numbers on the left side of the equation.

Step 4: Once again simplify and if needed use the square root property.

Step 5: Then solve for x

Step 6: If needed, check answers

# data[].attributes.body
Step 1: divide both sides of the equation by the co-efficient.

Step 2: Subtract the third number in the equation and add it on the other side in order to make it equal

Step 3: Divide the second number by 2 and they add it to the second power and place it as a third number

Step 3: Do the square root of the first and the third number in the equation.

Step 4: Then do the square root on both sides

Step 5: Solve for x

Step 6: check

# data[].attributes.body
1. divide both sides with the same coefficient

2. divide the middle number by two and then square it

3. make an equation to the second power that equals the number before

4. make one positive, one negative solve it and get your TWO answers

# data[].attributes.body
step 1: divide both sides by the first coefficient

step 2: subtract the last term at the both sides

step 3: square root of both sides

step 4: solve for x

# data[].attributes.body
step 1: Divide both sides by the leading coefficient

step 2: subtract the last number from the equation in the 2 sides

step 3: find the square root of the 2 sides

step 4: find x

# data[].attributes.body
Step 1: Divide both sides with the same coefficient

Step 2:  Add or subtract the last term of the equation

Step 3:  Divide the second number by 2 and square it

Step 4: Find the square root of both sides

Step 5: Find x

Step 6: Check

# data[].attributes.body
The steps to solve a quadratic equation by completing the square are:

1. Divide both sides of the equation.

2. Subtract the last term from both sides of the equation.

3. Try to find the square root of both sides.

4. Then find a number that adds to that number and multiply them.

5. Solve for X

6. Check your work.

# data[].attributes.body
1. Divide by coefficient

2. Subtract last term from both sides of the equation

3. Find square root

4. Solve for x

5. Check

# data[].attributes.body
1. divide all the equation by the first number.

2. subtract the last numbers from the equation.

3. find the square root

5. then you need to solve for X

# data[].attributes.body
1. Divide both sides by the first coefficient

2. Subtratct the last term from both sides.

3. Find the square root of both sides

4. Solve for x and get to numbers

5. Check

# data[].attributes.body
1 move the quadratic term and linear term to the left side of the equation

2 find the term that completes

# data[].attributes.body
1. Divide both sides by the first number in the equation

2. Move the last term to the other side by subtracting or adding

3. Find the half of the number before the x and square it put the number on both sides

4. Find what two numbers add and multiply to those two numbers

# data[].attributes.body
u divide the numbers by the first equation

u add or subtract from both sides

find a letter using another number

u put parenthesis and then dived it

check

# data[].attributes.body
1. divide all the numbers by the first term's coefficient.

2. subtract/add C from both sides to get the x^2 +b alone

3. find C using B.

4. put it in parenthesis and square it.

5. find the solution.

6. check

# data[].attributes.body
1. divide all the equation by the first number on the equation.

2. add or subtract the last term to both sides (to get rid of it and to add it to the other side)

3. divide the second number by two and square it and that will be your third number now.

4. find the square root of both sides of the equation.

5. solve for x and you should get two numbers

# data[].attributes.body
1. If possible divide the equation by the first coefficient and then add or substract the last term of the equation

2. divide the second number by 2 and square it

3. find the square root of both sides

4. make it positive and negative to find the value of x

# data[].attributes.body
B: Could you please mention the different steps to solve a quadratic equation by completing the square?

1. Divide all numbers by the leading coefficient to leave x alone.

2. subtract the constant term in both sides

3. divide the middle term by two. and then find the square root of that number.

5. place the square root in both sides.

6. add like terms

7. Find the square root of both sides.

8. Check

# data[].attributes.body
1. divide all number by the coefficient

2. move coefficient to the left side, adding or subtracting

3. after that you need to find square root

4. find square root of both side

5. find x

6. at the end you check

# data[].attributes.body
Step 1. Divide the all numbers by the coefficient of the first term (if necessary)

Step 2. add or subtract the last term

step 3. Find the square root

step 4. Plug in the values

# data[].attributes.body
1. First you have to divide the coefficient that is infront of the equation.

2. Second you have to pass the zero to the left.

3. Third you have to find out all the numbers that make up the equation.

4. Fourth you have figure out the root of the square.

5. Fifth you have to put the values of the variable in this form: +-.

# data[].attributes.body
These are the process of solving by completing the square, If you don't understand how to solve this I would recommend you look at the video in Khan Academy, "Example 3: Completing the Square".

Here's the steps to solve this type of equation. Let's say we have 4x^2 + 40X - 300 = 0. The first thing, is to divide the coefficient 4 by all of the numbers. Everything you do on the left has you have to do it in the right. Then You have to last coefficient to the other side, we have to add it, in this case we can write the equation like x^2 + 10x - ____ = 75. Then you have find the last coefficient in this case (10/2)^2 then it will equal 25. x^2 + 10x - 25 = 75. Then you have to find the perfect square all of the numbers, in this case it would be five so we can re-write the equation (x + 5)^2 = 75 + 25. Now, To solve this we have to find for x, If we add 75 + 25 we can find it's 100. Meaning the square root of 100 is +- 10. This means there's two types of answer, It can be positive 5 or negative -15.

# data[].attributes.body
1. First you need to divide to isolate the variable.

2. Then you subtract.

3. they you find the perfect square root.

4. Then you solve it.

5. Then you check.

# data[].attributes.body
1. Divide if needed with the coefficient of X.

2. pass the number that you have at the end not zero before the equal to the where the zero is.

3. Find the numbers that can make the equation a complete square.

4.Know ring X to values putting las you last number + one time and - the other time and you should have to get two answers.

# data[].attributes.body
First you have to divide all of the numbers by the coefficent of x.

Then you need to move the coefficient to the other side by subtracting or adding.

Then you find the square root

Find two valúes of x to remplace those numbers

After that step you get the solutions by adding or subtracting.

# data[].attributes.body
1. Divide every number by the first term of the coefficient.

2. Move the coefficient to the left side by adding or subtracting depending on the sign.

3. Find the square root of each number.

4. Then find the two values of x and replace them.

5. You get the two solutions by adding or subtracting.

# data[].attributes.body
Step 1- Divide all parts of the equation by the first number

Step 2- Move the last term to the right side of the equation

Step 3- Find the valué of C and add it to both sides of the equation.

Step 4- Find the square root of the term no the right side

Step 5- Find the square root of the term on the left side

Step 6- Solve, and you will get two answers

# data[].attributes.body
1. Divide all the numbers by the coefficient or the first number.

2. Move the coefficient to the left side

3. Find the square root of each number and then solve them.

4. Then find the two values of x

5. You get the two solutions.

# data[].attributes.body
step 1: divide every number by the first term in the equation
step 2: move the coefficient to the left side.
step 3: find the number that makes the equation squared
step 4: solve to find the value of x.

# data[].attributes.body
Step 1: Your first need to move the coefficient with 0 exponent to the left side

Step 2: Then you need to complete the square by dividing the term in the middle and then putting it to the second power

Step 3: After you got that number you add or subtract to both sides

Step 4: You find the square root of both sides and then solve it

Step 5: You get the two answers

# data[].attributes.body
Step1: Move the terms to the left side of the equation

Step2: Divide every number by the first number in the equation

Step3: Subtract the last number and send it to the other side

Step4: Find a number that makes the equation squared

Step5: Solve to find the x value

# data[].attributes.body
1. Divide all the numbers by the first coefficient

2. Move the quadratic term to the other side.

3. Factor trinomial

4. Square the entire equation

5. solve for the x value

# data[].attributes.body
Step 1: If possible divide the whole equation by the first coefficient and then subtract or add the last umber of the equation to both sides.

Step 2: Divide the middle number by 2 and then multiply it by it's square.

Step 3: Make an equation to the second power that equals the number before.

Step 4: Make it negative and positive which would mean add and subtract and get the 2 solutions.

# data[].attributes.body
1. Divide all the numbers by the first number

2. Move the quadratic term to the other side

3. Factor the trinomial

5. Square the equation

6. Now solve for xs

# data[].attributes.body
Step#1: Divide all the numbers of the equation by the first number.

Step#2: Move the quadratic to the right side of the equation.

Step#3: Then you need to factor the trinomial and square the equation.

Step#4: Find the value for X.

# data[].attributes.body
Step 1: divide all of the numbers by the first coefficent.

Step 2: You have to subtract/add the last coefficient of the equation to the right side of the equation.

Step 3: Find the root of the first number and the third number.

Step 4: Rewrite the equations like this for example: (x+5)^2 = 10

Step 5: Then solve for x for example: x+5=10 then x=5

Step 6: The answer can be positive or negative there fore you answer should be x=-5 and x=5

# data[].attributes.body
1. Move the quadratic term to the left side of the equation. (If required simplify the trinomial by dividing)

2. Find the term that completes the square on the left side of the equation and add them to both sides

3. Factor the trinomial on the left side and simplify the right side.

4. Square the simplified equation.

5. Solve for x

# data[].attributes.body
Step #1: divide all of the numbers by the first number of the equation

Step #2: You have to subtract the last number and send it to the right side of the equation.

Step#3: You have to factor the trinomial on the left and simplify with the one on the right

Step #4: You have to square the equaation

Step #5: You have to solve for x

# data[].attributes.body
1. Divide all the numbers by the first number

2. Then add or subtract whatever is needed

3. factor the trinomials

4. square all the numbers

5. then solve for x

6. solve negative and positive equation.

# data[].attributes.body
1. Divide all the terms by the first coefficient, If possible.

2. Move the quadratic term to the left side of the equation

3. square the half value of the middle term and add it to both sides.

4. Factor the left had side of the equation.

5. Factor both sides by the square roots.

6. Simplify.

# data[].attributes.body
Step 1: divide everything based on the first number of the equation

Step 2: subtract the last number of the equation to send the number to the right side

Step 3: Find a number to make all the equation to be squared

Step 4: find the square root of each number and solve the equation.

Step 5: Subract or add the number to 0 so that you can have your two answers.

# data[].attributes.body
Step 1: divide all numbers

Step 2: add or subtract

Step3 : find a number that squars the equation

Step 4: add

Step 5: find the square root

Step6: solve the negative and positive equation

# data[].attributes.body
Step 1: First divide all the numbers by the first number

Step 2: Subtract the number on the right from both sides so we get 0

Step 3: Find a number that can be squared by the other numbers

Step 4: Put the squared number in the empty spot that you had

Step 5: Put it in parenthesis squared

Step 6: Then find the square root of each side

Step 7: Subtract or Add to leave the x alone

Step 8: Check

# data[].attributes.body
1. First you divide all numbers by the first term of the equation

2. then you subtract or add the third terms to both sides

3. divide the second term by two and square it

4. the squared number will be your new third term

5. then you find the square root of the both sides of the eqaution

6. then you solve for x

# data[].attributes.body
Could you please mention the different steps to solve a quadratic equation by completing the square?