Highest Profit in June and Total $54,500 Jan-Jun

Answer

The company achieved its highest profit in June, with a total profit of $54,500 over the six-month period.

Explanation

First, let's observe the line graph. The x-axis represents the months (January to June), and the y-axis represents the profit in dollars ($). Each point on the graph corresponds to a specific dollar value for that month.

Month	Profit ($)
Jan	5,000
Feb	7,000
Mar	6,500
Apr	9,000
May	12,000
Jun	15,000

1. Identifying the Highest Profit By comparing the y-values of all points, we see that the point corresponding to June is at the highest position on the grid, representing a profit of $15,000.

2. Calculating Total Profit To find the total, we must sum the profit values for every month from January to June: $Total = 5000 + 7000 + 6500 + 9000 + 12000 + 15000$ This formula represents the addition of the profit data points for all six months to determine the cumulative earnings.

3. Performing the Addition $Total = 54500$ This is the final sum of the profits recorded during the specified timeframe.

4. Unit Check Since the original values were measured in dollars ($), the sum must also be in dollars ($). The result is $54,500.

Final Answer

The highest profit occurred in June, and the total profit is: $\boxed{54500}$

Common Mistakes

• Misreading the Graph Scale: Sometimes students misinterpret the grid intervals. Always check the step increment (in this chart, the grid lines represent 2,000 units, so half-way points correspond to 1,000 units).
• Missing Data Points: Ensure you account for every month on the x-axis. It is common to accidentally skip the "March" value ($6,500) because it falls between the grid lines, leading to an incorrect sum.