The algebraic expression refers to the combination of algebraic operations, constants and variables. The constants deal with the fixed and known value while the variables deal with the unknown value and represented by letters.
To translate phrases into algebraic expressions, you have to be familiar with the clue words. These clue words help you identify the operations involved in the expression. Below are the clue words that you may encounter in translating phrases into algebraic expressions:
Addition(+) - plus, increased by, added to, the sum of, more than
Subtraction(-)- minus, the difference of, diminished by, decreased by, less than
Multiplication(•)- times, multiply by, the product of, twice, thrice
Division(/)- the quotient of, divided by, per
Examples of Translating Phrases To Algebraic Expression
twice a number diminished by four: 2x - 4
the quotient of thrice x and three: 3x/3
the difference of 15 and y: 15 - y
nine less than the total of five times a number and two: (5x + 2) – 9
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Answers & Comments
Verified answer
x diminished by thrice y
twice the sum of x and y
the sum of thrice x and y
4 times x decreased by 5
Step-by-step explanation:
Translating Into Algebraic Expression
The algebraic expression refers to the combination of algebraic operations, constants and variables. The constants deal with the fixed and known value while the variables deal with the unknown value and represented by letters.
To translate phrases into algebraic expressions, you have to be familiar with the clue words. These clue words help you identify the operations involved in the expression. Below are the clue words that you may encounter in translating phrases into algebraic expressions:
Examples of Translating Phrases To Algebraic Expression
To study examples of algebraic expressions, visit the links:
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