The net income of Cookies by casey is $123,240
What is net income?
The net income of the company is the excess of its sales revenue over all costs of the running the business, which includes, the costs of sale, interest expense, depreciation as well as the taxes payable to the government authority which is 21% of profits before tax in this case.
Profit before tax=sales-costs of sale-depreciation-interest expense
sales=$487,000
costs of sale=$263,000
depreciation=$42,000
interest expense=$26,000
profit before tax=$487,000-$263,000-$42,000-$26,000
profit before tax=$156,000
tax rate=21%
net income=profit before tax*(1-tax rate)
net income=$156,000*(1-21%)
net income=$123,240
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Answer: 1.356345
Explanation:
Based on the scenario and information provided in the question, the 90-day forward rate will be calculated as:
= Spot Rate × (1 + Germany Interest Rate) / (1 + United States Interest Rate)
= 1.35 × (1 + 6.5%) / (1 + 6%)
= 1.35 × (1 + 0.065) / (1 + 0.06)
= 1.35 × 1.065/1.06
= 1.35 × 1.0047
= 1.356345
Nothing really, you just might have a better idea of your budget if you do.
Answer:
1. T=19.5n+91.75, where n<70
2. T=15n+45, where n≥70
Explanation:
1. The first linear function can be expressed as;
Total cost of catering services=(Cost per person×number of people, n)+Service charge
where;
Total cost of catering services=T
Cost per person=$19.50
Number of people=n
Service charge=$91.75
Replacing;
T=(19.5×n)+91.75
T=19.5n+91.75
The first equation: T=19.5n+91.75, where n<70
2. The second linear function can be expressed as;
Total cost of catering services=(Cost per person×number of people, n)+Service charge
where;
Total cost of catering services=T
Cost per person=$15
Number of people=n
Service charge=$45
Replacing;
T=(15×n)+45
T=15n+45
The second equation: T=15n+45, where n≥70
Answer:
Make; $72,000
Working:
Make ($106*8000) 848,000
Buy [($120*8000 - 40,000)] 920,000
Make increases profits by 72,000
