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NAME DATE PERIOD 5-5 Practice Completing the Square Solve each equation by using the Square Root Property. 1. x2 8x 16 1 2. X2 6x 9 1 3. X2 10x 25 16 4. X2 14x 49 9 5. 4×2 12x 9 4 6. X2 8x 16 8 7.
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The first step to fill out homework distributive property combining is to understand the concept of distributive property. This property states that when you multiply a number by a sum or difference, you can multiply each term inside the parentheses separately and then add or subtract the results.
02
Start by identifying the expressions that involve multiplication and addition/subtraction within the parentheses. For example, if you have the expression 2(3x + 5), the distributive property applies to the terms 3x and 5.
03
Multiply the number outside the parentheses by each term inside. In our example, we would multiply 2 by 3x and 2 by 5.
04
Simplify the expressions by combining like terms. In our example, we would simplify to 6x + 10.
05
Repeat this process for any additional terms that involve multiplication and addition/subtraction. Keep applying the distributive property until there are no more terms that can be simplified using this method.
06
Finally, combine all the simplified terms to obtain the final answer.
As for the question of who needs homework distributive property combining, this concept is particularly important for students studying algebra or higher-level math courses. It helps in simplifying expressions and equating equations more efficiently. Students who need to solve equations, factor polynomials, or perform any algebraic manipulations will benefit from understanding and applying the distributive property.
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Homework distributive property combining is the process of simplifying mathematical equations using the distributive property.
Students studying mathematics or algebra may be required to complete homework on distributive property combining.
To fill out homework on distributive property combining, students need to apply the distributive property to simplify equations.
The purpose of homework on distributive property combining is to practice and demonstrate understanding of the distributive property in mathematics.
Students must report the original equations, the steps taken to apply the distributive property, and the simplified results.
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