The array [50, 75, 100, 45, 60] represents phone bills. To find the total expenditure, sum the values: 50 + 75 + 100 + 45 + 60 = $330.
The provided statement, "Define an array to hold the phone bills for each," establishes the creation of a data structure to store phone bills. In this context, an array serves as a container for organizing and accessing individual phone bill values. This array structure facilitates efficient management of phone bill data, offering a systematic approach to handle expenses over specific periods.
For instance, if the array is initialized as [50, 75, 100, 45, 60], a meaningful question could revolve around financial analysis. One might inquire about the total expenditure on phone bills during these months. To answer this question, you'd perform a summation of the array elements: 50 + 75 + 100 + 45 + 60, resulting in a total of 330 units of currency.
In essence, the array becomes a tool for aggregating and manipulating phone bill data, providing a concise representation of expenditures. This organized data structure not only enables straightforward arithmetic operations, such as calculating totals, but also supports diverse analyses and computations related to phone bills over time.
The probable question maybe:
What is the total amount spent on phone bills for the given months if the array representing the phone bills is [50, 75, 100, 45, 60]?