Question

How do you translate “the quotient of a number and $6$ “into a mathematical expression?

Answer 1

Hint: We will start off by explaining the term quotient of a number. Then we will be mentioning the steps to solve such types of questions. Consider an unknown variable as $n$ to further simplify and evaluate the terms. Also, we will mention some rules as well.

Complete step-by-step solution:
We will start off by mentioning the term quotient. So, quotient refers to dividing a term by another term. Now we will consider an unknown variable $n$ as the ‘number’.
Then hence, the statement “the quotient of a number and $6$ “refers to $\dfrac{n}{6}$ or$n \div 6$.

Hence the correct answer is $\dfrac{n}{6}$


Additional Information: Expression is a mathematical sentence which has numbers, variables, and operations and there is no equal sign. Simplify means to break down an expression to its simplest forms. Variable is a number that we don’t know, or which can change. Algebraic expressions are useful because they represent the value of an expression for all of the values a variable can take on. Sometimes in math, we describe an expression with a phrase. When we describe an expression in words that includes a variable, we are describing an algebraic expression, an expression with a variable.

Note: While converting orders do not matter for addition and multiplication. But order is important for subtraction and division. Make sure that you read the statement twice before translating it to an expression. Pay extra attention to the statements where multiplication and division is involved.