\( C=p r n \) is formula for calculating total

The formula \( C = p \cdot r \cdot n \) typically represents a calculation involving three variables: - \( C \): Total amount (often representing total cost, total interest, or total value) - \( p \): Principal amount (the initial amount of money) - \( r \): Rate (often expressed as a decimal, representing interest rate or growth rate) - \( n \): Number of periods (could represent time in years, months, etc.) In the context of finance, this formula can be used to calculate the total interest earned or paid over a certain number of periods at a given interest rate on a principal amount. For example, if you are calculating simple interest, the formula can be interpreted as: \[ \text{Total Interest} = \text{Principal} \times \text{Rate} \times \text{Time} \] If you have specific values for \( p \), \( r \), and \( n \), you can substitute them into the formula to find \( C \). If you need further clarification or a specific application of this formula, feel free to ask!