
How do you write a variable expression for the word phrase “Three times the quantity 2 plus a”?
Answer
558.6k+ views
Hint: Here in this question, we have to read the question and find the relation by reading the question. By knowing the relation, we can have to write in the form of numerals. While writing in the numeral form we use the variables, constants and arithmetic operations.
Complete step-by-step answer:
The algebraic expression or equation is a combination of variables and constants. The variables are alphabets and the constants are numerals. In the algebraic expression we have 3 different types and they are monomial, binomial and polynomial. The algebraic expression or equation involves the arithmetic operations.
We have some sentences, by reading the sentences we have to use arithmetic operations.
If the sentence involves a plus b, the sum of a and b, a increased by b, b more than a, the total of a and b, b added to a then we use the addition arithmetic operation.
If the sentences involve a minus b, the difference of a and b, b subtracted from a, a decreased by b, b less than a then we use the subtraction arithmetic operation.
If the sentence involves a times b, the product of a and b then we use the multiplication arithmetic operation. And so on.
Now let we go through the question, in the question we have “Three times the quantity 2 plus a”. In this sentence we have plus and times word so we use addition and multiplication symbols.
Here we have the quantity 2 plus a. so we have 2+a.
Here we have three times the quantity 2 plus a. it is written as
\[3 \times \left( {2 + a} \right)\]
Therefore a variable expression for the word phrase “Three times the quantity 2 plus a” is \[3 \times \left( {2 + a} \right)\]
So, the correct answer is “ \[3 \times \left( {2 + a} \right)\] ”.
Note: The algebraic expression or equation can be converted or transformed into a phrase form. The phrase form is converted or transformed into the numeral form. While converting or transforming the phrase form into numeral form we use variable, numbers and the arithmetic operations.
Complete step-by-step answer:
The algebraic expression or equation is a combination of variables and constants. The variables are alphabets and the constants are numerals. In the algebraic expression we have 3 different types and they are monomial, binomial and polynomial. The algebraic expression or equation involves the arithmetic operations.
We have some sentences, by reading the sentences we have to use arithmetic operations.
If the sentence involves a plus b, the sum of a and b, a increased by b, b more than a, the total of a and b, b added to a then we use the addition arithmetic operation.
If the sentences involve a minus b, the difference of a and b, b subtracted from a, a decreased by b, b less than a then we use the subtraction arithmetic operation.
If the sentence involves a times b, the product of a and b then we use the multiplication arithmetic operation. And so on.
Now let we go through the question, in the question we have “Three times the quantity 2 plus a”. In this sentence we have plus and times word so we use addition and multiplication symbols.
Here we have the quantity 2 plus a. so we have 2+a.
Here we have three times the quantity 2 plus a. it is written as
\[3 \times \left( {2 + a} \right)\]
Therefore a variable expression for the word phrase “Three times the quantity 2 plus a” is \[3 \times \left( {2 + a} \right)\]
So, the correct answer is “ \[3 \times \left( {2 + a} \right)\] ”.
Note: The algebraic expression or equation can be converted or transformed into a phrase form. The phrase form is converted or transformed into the numeral form. While converting or transforming the phrase form into numeral form we use variable, numbers and the arithmetic operations.
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