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Name :Score :Teacher :Date : Translate Algebraic Expressions1) 2 times the sum of 8 and g___2) Twofifths of x is added to the product of 9 and q___3) Sum of q and 7___4) Subtract fourfifths from 9
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How to fill out translating algebraic expressions into

01
Understand the basic rules of algebraic expressions.
02
Identify key words that signify specific operations (example: 'sum' indicates addition).
03
Replace the key words with the corresponding mathematical symbols or operations.
04
Simplify the expression by combining like terms if possible.
05
Check your work for accuracy and completeness.

Who needs translating algebraic expressions into?

01
Students learning algebra for the first time.
02
Mathematics tutors or teachers helping students with algebraic expressions.
03
Anyone needing to solve mathematical problems involving algebraic expressions.
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Translating algebraic expressions is the process of converting mathematical phrases or expressions written in words into algebraic symbols or formulas.
Students and individuals studying mathematics, as well as educators who teach algebra, are typically required to understand and file translating algebraic expressions.
To fill out translating algebraic expressions, one should identify the key words or phrases that signal mathematical operations, then represent those operations using the appropriate algebraic symbols.
The purpose of translating algebraic expressions is to facilitate understanding and solving mathematical problems by converting verbal descriptions into a form that can be manipulated algebraically.
The specific operations represented (addition, subtraction, multiplication, division) and the variables or constants involved must be reported in translating algebraic expressions.
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