Explanation:
Lil Nas x is in the commercial
Answer:
Explanation:
Assume: The Federal Alternative Minimum Tax rate of 20%
G.R EDWIN INC $
Sales 6, 020, 000.00
Less:
Cost of goods sold 3, 060,000.00
Gross profit 2,960,000.00
Less:
Operating Expenses 2,650,000.00
Profit 310,000.00
Less: Int Expense 27,000.00
Net Profit 283,000.00
Tax liability assuming tax rate of 20%
= 283,000 * 20%
=$56,600
Answer:
The correct answer is letter "B": Penetration pricing.
Explanation:
Penetration pricing launches new goods or services at an initially low price to keep buyers away from rivals. Penetration pricing allows a company to create barriers to market entry by removing them. The new company assumes that even when costs rise to normal levels, customers will continue to buy their goods.
A subscription model does not charge a variable fee based on the volume of transactions or operations performed by the application. Hence, the given statement is false.
<h3>What is the subscription model?</h3>
When a customer takes a subscription model, in that case, they are charged on a recurring basis for that particular product or service. They will have to change their subscription model after that.
Most subscription models provide all customers with some kind of option that they can renew or cancel. The subscription model does not charge a variable fee.
Therefore, it is based on the transaction, but it charges based on the plan for how long one is going to use the services.
Learn more about subscription model from here:
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Answer:
39,183 bonds
Explanation:
In order to determine the number of bonds that must be sold to realize cash of $71.8 million,the price per bond needs to be established using pv formula in excel as found below:
=-pv(rate,nper,pmt,fv)
rate is yield to maturity of 6.46% divided by 2
nper is the number of coupon payments which is 25 years multiplied by 2 i.e 50
pmt is the amount of semiannual coupon i.e $2000*5.78%*6/12=$57.8
fv is the face value of $2000 per bond
=-pv(6.46%/2,50,57.8,2000)=$ 1,832.43
number of bonds to be issued=$71,800,000/$ 1,832.43 = 39,183 bonds