Answer:
You want to learn about the Ferris–wheel riding habits of people, so you ask those leaving a theme park, “How many times did you ride the Ferris wheel today?”
Is the question a statistical question? Explain why or why not.
Explanation:
Answer:
Merchandise purchases budget explanations only.
Explanation:
Hi, your question has missing information, however i have supplied explanations below.
A purchases budget is required to determine the quantities of purchases required for :
- Resale - For Merchandisers
- Use in Production in case of Manufacturer
Here is the structure of the merchandise purchases budget for Walker Company (Merchandiser).
<u>Merchandise purchases budget </u>
Month
Budgeted Sales x
Add Budgeted Inventory x
Total Purchases needed x
Less Budgeted Opening Inventory (x)
Budgeted Purchases x
As stated by the question : <em>Company policy is to end each month with merchandise inventory equal to a specified percent of budgeted sales for the following month.</em>
<em>Ending Inventory = Next months` sales x required percentage</em>
Ending Inventory for one month say July becomes Opening Inventory for the following month (August) for our merchandise purchases budget.
Answer: The labor efficiency variance for the month is closest to: $2576
Explanation:
Given:
Actual output 8,800 units
Actual direct labor-hours 1,610 hours
Actual direct labor rate $ 23.30 per hour
The labor efficiency variance for the month is computed as :
The labor rate variance = Actual hours×(Actual rate - Standard rate)
=1610 ×($23.30-$21.70)
=$2576
Answer:
- 8,000: $30
- 13,000: $32.50
- 17,000: $42.50
Explanation:
<u>8,000</u>
This amount is below the quantity for which additional charges accrue. The base charge applies: $30.
<u>13,000</u>
This is 1000 gallons more than you get for $30, so costs an additional $2.50. The total water cost is ...
$30 +2.50 = $32.50
<u>17,000</u>
This is 5,000 gallons more than you get for $30, so costs an additional 5×$2.50 = $12.50. The total water cost is ...
$30 +12.50 = $42.50
_____
<em>Comment on the water charges</em>
$30 is the same as the cost of 12,000 gallons at $2.50 per thousand. So, the total bill can be figured at $2.50 per thousand, with a $30 minimum.
8 × $2.50 = $20, so the charge is the minimum, $30
13 × $2.50 = $32.50
17 × $2.50 = $42.50
