Explanation:
Basic research
This research is conducted largely for the enhancement of knowledge and is research which does not have immediate commercial potential.
Answer:
September 9, petty cash fund is established
Dr Petty cash 440
Cr Cash 440
September 30, petty cash fund expenses
Dr Merchandise inventory 44
Dr Postage expenses 54
Dr Miscellaneous office expenses 144
Dr Cash short and over 10
Cr Petty cash 252
September 30, petty cash fund reimbursement
Dr Petty cash 252
Cr Cash 252
October 1, petty cash fund increased to $485
Dr Petty cash 45
Cr Cash 45
Answer:
$24,779
Explanation:
In order to calculating the ending inventory using the conventional retail inventory method. we required to do the following computations which are shown below:
Using cost method
Goods available for sale:
= Beginning inventory + Purchases
= $11,700 + $130,016
= $141,716
Using retail method
Ending inventory
= Beginning inventory + Purchases + Net markups - Net markdowns - sales revenue
= $19,700 + $169,800 + $101,00 - $6,800 - $157,900
= $34,900
Now
Cost to retail ratio = $141,716 ÷ ($19,700 + $169,800 + $101,00)
= $141,716 ÷ $199,600
= 0.71
So,
Estimated ending inventory at cost:
= Estimated ending inventory at retail × Cost to retail ratio
= $34,900 × 0.71
= $24,779
Answer:
Spending Variance $389 Unfavorable
Explanation:
<em>The spending variance is the difference between the standard cost allowed for the actual level of activity and the actual cost incurred.</em>
$
Standard allowance ($19× 609) + 1090 12,661
Actual cost 1<u>3,050</u>
Spending Variance <u> 389 Unfavorable</u>
Answer:
The average cost of operating the helpline per call at a volume of 25,300 calls in a month will be $18.10
Explanation:
The costs of operating the helpline are variable with respect to the number of calls in a month. At a volume of 25,000 calls in a month, the costs of operating the helpline total $452,500.
The average cost of operating the helpline per call = $452,500/25,000 = $18.10
At a volume of 25,300 calls in a month, The average cost of operating the helpline per call does not change but the total costs of operating the helpline increase because the costs of operating the helpline are variable.
Total costs of operating the helpline = $18.10 x 25,300 = $457,930
