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Math 6/7 NOTES (5.4)Name: Translating Verbal Phrases to Algebraic Expressions To translate statements into expressions and equations: Identify that indicate the operation.Write the numbers/variables.

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How to fill out the Math 6 7 Notes 5 4 Answer Key online

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  1. Click the ‘Get Form’ button to access the Math 6 7 Notes 5 4 Answer Key. This allows you to obtain the document in an editable format.
  2. Begin filling in your name at the top of the form where it states 'Name:_______________________________'. This identifies you as the user of the document.
  3. Locate the section titled 'Translating Verbal Phrases to Algebraic Expressions.' Here, you will translate given verbal phrases. First, identify the keywords that indicate mathematical operations as suggested.
  4. Proceed to fill in the phrases such as 'The SUM of ___________ and _____________ : ______________________' by writing the appropriate variables or numbers based on your understanding.
  5. Continue through the list, translating each verbal phrase into an algebraic expression. Make sure to review your entries for accuracy.
  6. Move on to the section about 'Math 6/7 Homework (5.4).' This section requires you to translate verbal phrases into algebraic expressions or equations.
  7. Complete any remaining expressions and equations by following the same method of translation until all sections are filled. Pay attention to the specific instructions related to each phrase.
  8. Review all entries for precision. Ensure all verbal phrases have been accurately converted to algebraic expressions and all sections of the form are completed.
  9. Once satisfied with your responses, you may choose to save your changes, download the document, print it, or share it as necessary.

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A common technique for simplifying algebraic expressions. When combining like terms, such as 2x and 3x, we add their coefficients. For example, 2x + 3x = (2+3)x = 5x.

To simplify expressions by collecting like terms: Identify and collect the like terms. Combine the like terms. Add or subtract the like terms ing to the symbols in the expression.

Multi-step Equations with Like Terms Procedure to Solve Equations: Step 1: Remove any parentheses by using the Distributive Property or the Multiplication Property of Equality. Step 2: Simplify each side of the equation by combining like terms. Step 3: Isolate the term. ... Step 4: Isolate the variable.

3:24 7:57 Combining Equations - YouTube YouTube Start of suggested clip End of suggested clip Notice what happens that when we add straight down we get 5x for the x's. But we have minus y plus yMoreNotice what happens that when we add straight down we get 5x for the x's. But we have minus y plus y. Which is 0y. And so with this technique we've eliminated the y variable.

Like Terms: Terms that have identical variable parts (same variable(s) and same exponent(s)). When simplifying using addition and subtraction, you combine “like terms” by keeping the "like term" and adding or subtracting the numerical coefficients.

In order to simplify algebraic expressions by collecting like terms: Identify the like terms. Group the like terms. Combine the like terms by adding or subtracting.

To add two or more monomials that are like terms, add the coefficients; keep the variables and exponents on the variables the same. To subtract two or more monomials that are like terms, subtract the coefficients; keep the variables and exponents on the variables the same. on the variables the same.

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