When calculating loan payments, to show a down payment toward the purchase of an asset, you must adjust the pv argument of the financial function.
What is pv argument?
The following arguments are used with the PV function rate: The interest rate per compounding period (necessary argument). The monthly interest rate on a loan with a 12% yearly interest rate and monthly payments would be 12% divided by 12 or 1%. The rate would then be 1%.
What is financial function?
In a firm, the functions used to obtain and manage financial resources in order to make a profit are referred to as the finance function. It generates pertinent financial resources and information, enhancing the effectiveness of other corporate operations and activities such as planning and decision-making.
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Answer:
Higher than 0.5%
Explanation:
Since the rate of return is calculated as dividend payment/stock price + dividend growth rate and since that growth rate for the next five years will be 0.5 %, than rate of return will be higher than 0.5 %.
Answer:
.increased capital
.increase in working population
Answer: Inelastic
Explanation:
Price elasticity could be defined as when the desire for a product changes as it's price changes. When people's desires changes or they are no longer interested as the price for the commodity goes up. Inelastic demand is defined as when the buyers demand does not change or is not influenced as the price of the commodity goes up, rather the demand decreases than increasing. The price rise will increase city revenues if the elasticity of demand for electricity and natural gas is elastic.
Answer:
$0
Explanation:
The net income is the difference between the sales and total cost which comprises of the variable cost and fixed cost. The sales and variable cost are dependent on the number of units sold.
Let
u = number of units
s = selling price per unit
v = variable cost per unit
F = Fixed cost
I = Net income
I = su - F - vu
but vu = 0.3su
Hence
I = su - 0.3su - F = 0.7su - F
Given that the proposal will increase sales by $12,000,
New sales = su + 12000 ( in $)
and total fixed costs by $8,400
New fixed cost = F + 8400
New variable cost = 0.3( su + 12000) = 0.3su + 3600
New net income = su + 12000 - 0.3su - 3600 - F - 8400
= 0.7su - F
New net income is same as the old net income hence no increase.
