The annual depreciation costs at that facility will rise by 10% or $1,440,000.
<h3>Annual depreciation costs</h3>
Life of the equipment = 10 Years
Salvage value = 0
Annual Depreciation= (Cost of equipment - Estimated salvage value) / Estimated useful life
Annual Depreciation= ($14.4 million- 0) / 10
Annual Depreciation= $1,440,000
or
Annual Depreciation= $1,440,000/$14,400,000 ×100
Annual Depreciation= 10%
Inconclusion the annual depreciation costs at that facility will rise by 10% or $1,440,000.
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Answer:
Fractional Reserves
Explanation:
Banks are required to hold money to lend out. If you deposit $100 into your account that is $100 for the bank to lend that money out to ones who need it.
Answer:
Explanation:
The $10,000 is the face value of the bond. Using a financial calculator, input the following to calculate the price at a year before maturity; i.e. at year 9;
Time to maturity; N = 10 - 9 = 1
Annual interest rate; I/Y = 9%
Annual coupon payment; PMT = 0
Face value of the bond; FV = 10,000
then compute present value ; CPT PV = $9,174.31
Therefore, you will pay less than $10,000 for the bond and the price would be as above $9,174.31
I would say C. Hope this helps!
Answer:
c. percentage change in price and percentage change in quantity demanded.
Explanation:
A price elasticity of demand can be defined as a measure of the responsiveness of the quantity of a product demanded with respect to a change in price of the product, all things being equal.
The price-elasticity of demand coefficient, Ed, is measured in terms of percentage change in price and percentage change in quantity demanded.
The demand for goods is said to be elastic, when the quantity of goods demanded by consumers with respect to change in price is very large. Thus, the more easily a consumer can switch to a substitute product in relation to change in price, the greater the elasticity of demand.
Generally, consumers would like to be buy a product as its price falls or become inexpensive.
For substitute products (goods), the price elasticity of demand is always positive because the demand of a product increases when the price of its close substitute (alternative) increases.
If the price elasticity of demand for a product equals 1, as its price rises the total revenue does not change because the demand is unit elastic.
