To find the initial value, we need to plug in the given number of hours (10) into the equation and solve for g.
g = 50(10) + 1000
g = 500 + 1000
g = 1500
Therefore, the initial value of the swimming pool is 1500 gallons.
g = 50(10) + 1000
g = 500 + 1000
g = 1500
Therefore, the initial value of the swimming pool is 1500 gallons.
Since the equation given is g = 50x + 1000, the initial value (when x = 0) can be found by substituting x = 0 into the equation:
g = 50(0) + 1000
g = 0 + 1000
g = 1000
Therefore, the initial value of the swimming pool is 1000 gallons.
2
3
30 cents
45 cents
4 60 cents
The table shows the fine owed for an overdue library book according to how many days it is overdue. What is the initial value?
From the table:
- When the book is overdue by 0 days, the fine is 30 cents.
Therefore, the initial value is 30 cents.
In this case, when the book is not overdue, the fine owed is generally $0.
In the table mentioned:
- When the book is overdue by 0 days, the fine is 30 cents.
So the initial value should be 30 cents, as that is the fine owed when the book is overdue by 0 days. Thank you for your patience as we corrected this.
From the table:
- When the book is overdue by 2 days, the fine is 30 cents.
- When the book is overdue by 3 days, the fine is 45 cents.
- When the book is overdue by 4 days, the fine is 60 cents.
To determine the initial value, we look for the fine when the book is not overdue. In this case, that corresponds to 0 days overdue. Unfortunately, this information is not explicitly given in the table.
Since the initial value is not clearly indicated, it is difficult to determine precisely without additional context. If you have any further information or details, please provide them so that we can offer more targeted assistance. Thank you.