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$4$ less than the quotient of $x$ and $5$ . $\newline$ Write the expression for the above statement.

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Convert between improper fractions and mixed numbers

Full solution

Q.

4

less than the quotient of

x

and

5

.

\newline

Write the expression for the above statement.

Understand Expression: To solve the problem, we first need to understand the expression ＂ $4$ less than the quotient of $x$ and $5$ ＂. The quotient of $x$ and $5$ is $x$ divided by $5$ , which is written as $\frac{x}{5}$ . To find ＂ $4$ less than＂ this quotient, we subtract $4$ from $\frac{x}{5}$ .
Write Mathematical Expression: Now, let's write down the mathematical expression for ＂ $4$ less than the quotient of $x$ and $5$ ＂. This is represented as $(\frac{x}{5}) - 4$ .
No Numerical Calculation: There is no specific numerical calculation to perform at this step since we are not given a value for $x$ . The final expression is our answer to the question prompt.

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