Answer:
Wilkens' days in inventory for 2017 = 60.833
Explanation:
Given:
Sales = $1,800,000
Beginning inventory = $160,000
Ending inventory = $240,000
Gross profit = $600,000
Inventory turnover = 6 times
Wilkens' days in inventory for 2017 = ?
Computation of Wilkens' days in inventory for 2017:
Wilkens' days in inventory for 2017 = Number of days in a year / Inventory turnover
Wilkens' days in inventory for 2017 = 365 / 6 times
Wilkens' days in inventory for 2017 = 60.833
Answer:
June 1 2020
No entry
September 1, 2020
Dr Cash $1,980
Dr Accounts receivable $300
Cr Sales revenue $1,730
Cr Unearned sales revenue $550
September 1, 2020
Dr Cost of goods sold $1,140
Cr Inventory $1,140
October 15 2020
Dr Cash $300
Dr Unearned service revenue $550
Cr Accounts receivable $300
Cr Service Revenue $550
Explanation:
Preparation of the journal entries for Geraths in 2020
June 1 2020
No entry
September 1, 2020
Dr Cash $1,980
Dr Accounts receivable $300
($1,730+$550+$1,980)
Cr Sales revenue $1,730
($1,980/$2,610*$2,280)
($1,980+$630=$2,610)
Cr Unearned sales revenue $550 ($630/$2,610*$2,280)
September 1, 2020
Dr Cost of goods sold $1,140
Cr Inventory $1,140
October 15 2020
Dr Cash $300
Dr Unearned service revenue $550
Cr Accounts receivable $300
Cr Service Revenue $550
Answer:
true
Explanation:
Compensation can be direct or indirect
Some of the components of compensation includes :
- Base pay
- commissions
- stock options
- Bonuses
- health insurance
Direct compensation are usually offered to individuals
Base pay is usually offered to the individual based on certain parameters .
Same with commissions
But there are some compensations that are offered to groups. For example if members of a department achieve a certain benchmark, they can be rewarded with stock options
Also, indirect compensations such as health insurance and pension are usually compensation offered at the organisational level or group level
Answer:
10.67%
Explanation:
For computing the change in ROE first we have to find out the debt and equity values which are shown below:
The debt value = Total invested capital × debt rate
= $195,000 × 37.5%
= $73,125
And, the equity value = Total assets - debt value
= $195,000 - $73,125
= $121,875
Now we apply the Return on Equity formula which is presented below:
= (Net income ÷ Total equity) × 100
The net income is $20,000 and the equity value would remain the same
So, the ratio would be = ($20,000 ÷ $121,875) × 100 = 16.41%
And if the net income raise to $33,000
Then the new ROE would be = ($33,000 ÷ $121,875) × 100 = 27.07%
So, the change in ROE
= New ROE - Old ROE
= 27.07% - $16.41%
= 10.67%
