Over a four-week period, Gail earned the following commissions?
Week 1 $250.00
Week 2 310.00
Week 3 275.00
Week 4 195.00
What was her average weekly commission for the period?
A. $205.00
B. $207.50
C. $240.00.
D. $257.50
i got d as an answer right or wrong?
D. is correct
D. $257.50
To find the average weekly commission for the four-week period, we need to add up the commissions earned during the four weeks and then divide by 4 (the number of weeks).
Adding the commissions:
250.00 + 310.00 + 275.00 + 195.00 = 1,030.00
Dividing by 4:
1,030.00 / 4 = 257.50
Therefore, the correct answer is D. $257.50.
To find the average weekly commission for the given period, you need to add up the commissions for all four weeks and then divide the sum by four (since there are four weeks). Let's calculate it step by step.
Step 1: Add up the commissions:
$250.00 + $310.00 + $275.00 + $195.00 = $1,030.00
Step 2: Divide the sum by 4 to find the average:
$1,030.00 / 4 = $257.50
So, based on the calculations, the average weekly commission for the four-week period is $257.50. Therefore, the correct answer is D.