Rationale
The percent increase in the worth of the toasted peanuts sold from May to June is 32%.
To calculate the percent increase, we first find the difference in sales between June and May, which is $2,900.00 - $2,200.00 = $700.00. Then, we divide this difference by the original amount for May and multiply by 100 to get the percent increase: ($700.00 / $2,200.00) * 100 = 31.82%, which rounds to approximately 32%.
A) 7%
This choice significantly underestimates the percent increase. A 7% increase would only account for a difference of $154, which does not accurately represent the increase from $2,200.00 to $2,900.00.
B) 10%
Selecting 10% implies a difference of $220.00, which is far less than the actual increase of $700.00. This choice fails to reflect the substantial growth in sales from May to June.
C) 25%
Choosing 25% would suggest an increase of $550.00, which is still lower than the actual increase of $700.00. This calculation does not align with the true percent increase based on the sales figures provided.
D) 32%
This option correctly captures the percent increase calculated from the sales data. The increase of $700.00, when expressed as a percentage of the original $2,200.00, results in approximately 32%, accurately reflecting the growth in sales.
Conclusion
The percent increase in sales from May to June is calculated by determining the difference in sales and relating it to the original sales figure. In this case, the increase of $700.00 from $2,200.00 to $2,900.00 equates to a 32% increase, confirming that option D is the only correct choice. All other options misrepresent the actual change in sales value.