The table shows the fine owed for an overdue library book according to how many days it is overdue. What is the initial value? the table is shown below
Days | Fines
2 | 30 cents
3 | 45 cents
4 | 60 cents
The initial value is not provided in the given table. The table only shows the fines owed for 2, 3, and 4 days overdue. Without additional information or data, it is not possible to determine the initial value of the fine owed for an overdue library book.
yeah you have to solve that urself
I apologize for the confusion. To find the initial value, we can use the information in the table.
From the given table, we can see that the fine increases by 15 cents for each additional day that the book is overdue.
To determine the initial value, we need to find the fine for zero days overdue, which we can subtract from the fine for two days overdue.
Fine for 2 days overdue = 30 cents
Fine for 0 days overdue = Fine for 2 days overdue - (Increase per day x Number of days)
Fine for 0 days overdue = 30 cents - (15 cents/day x 2 days)
Fine for 0 days overdue = 30 cents - 30 cents
Fine for 0 days overdue = 0 cents
Therefore, the initial value is 0 cents.
To find the initial value in this table, we need to determine the fine owed for zero days overdue. In other words, we need to find what the fine would be if a book is returned on time with no overdue days.
To do this, let's examine the pattern in the table. We can observe that as the number of overdue days increases by 1, the fine increases by 15 cents.
Since the fine increases by 15 cents per day overdue, we can work backwards to find the initial value. If the fine increases by 15 cents from day 2 to day 3, it means the fine for day 2 was 15 cents less than the fine for day 3. Therefore, the fine for day 2 must be 30 cents - 15 cents = 15 cents.
Hence, the initial value in this table is 15 cents.