<span>Coinsurance is the answer to this question. Coinsurance is
the amount the insured must pay before the health care benefits can be
reimbursed after you have paid your deductibles. Deductible in insurance is the
yearly payment before you can use your plan.</span>
Answer:
The indifference point is $17,000
Explanation:
Giving the following information:
Location:
Alpha Ave.:
Fixed Costs= $ 5,000
Variable costs= $ 200 per person
Beta Blvd.:
Fixed costs= $ 8,000
Variable costs= $150 per person
We need to find the indifference point.
Alpha= 5000 + 200*x
Beta= 8000 + 150*x
5000 + 200x=8000 + 150x
50x=3000
x= 60
The given two statements are correct.
Explanation:
The Client Outlook (Overview Tab) is an accountant view within a QuickBooks Online client file, which allows accountants to communicate their clients confidentially with each other via access to important QuickBooks customer data about the company, bank activity, and common issues.
To order to prepare the tax returns you can import QuickBooks Online Trial Balance data through ProConnect Tax Online through the dashboard.
You can start a new tax return for non-QuickBooks Online customers or customers with QuickBooks Online from the consumer dashboard.
Answer:
You have not given any options to chose from but seemingly the answer is Line Extension.
This happens when a company introduces additional items in the same product category under the same brand name such as new flavors, forms, colors, added ingredients, package sizes, etc..
Explanation:
Answer:
Monthly Payment is $1602.37
Effective interest rate is 5.33%
Explanation:
a.
The monthly payment made includes the interest and principal payment as well.
Monthly payment can be calculated using following formula
Monthly Payment = [Present value of loan x r] / [{1 - (1 + r)-n}]
Monthly Payment = [$84,500 x (0.052/12)] / [1 - (1 + 0.052/12)-60]
Monthly Payment = [$366.17 / 0.2285]
Monthly Payment = $1,602.37
b.
The Effective interest rate is the actual interest rate that are being charged on loan after incorporating the compounding effect.
Use following formula to calculate the effective Annual rate
EAR = [1 + (i/n)]^n - 1
EAR = [ 1 + (5.2% / 12]^12 - 1
EAR = [1.0043]^12 - 1
EAR = 1.0533 - 1
EAR = 0.0533
EAR = 5.33%