Answer:
True
true
Explanation:
for both of these questions the answers are true. the loan repayment is made up of the prncipal and the interest. This is due to the fact that as the amout of the loan outstanding gets to be repaid, the remaining principal balance would be decreased too and the interest that is associated will also be decreased too with time. The payment principal amount is going to be bigger while the interest would be smaller.
Answer:
$3,280
Explanation:
The annuity factor of 11% at four years will be;
annuity = (1 - 1 / (1 +r)^n ) / r
annuity = 3.102
P = Pmt * annuity
P = 41,000 * 3.102
P = 127,182
If college graduate decided to buy a car then the annual yield that he receives from the investment in bonds will be opportunity cost.
$33,500 * 8% = $3,280
Answer:
$144,940
Explanation:
machine costing = $133,000
freight charges = $3,300
special mounting and wiring connections costing = $11,300
Discount rate = 2%
Compute the machine cost as given below:
Machine cost:
= Purchase price × (1 - Discount rate) + Freight charges + Special mounting and wiring connection cost
= 133,000 × (1 - 2%) + $3,300 + $11,300
= $144,940
Answer:
you are the boss you keep all the profits startup costs are low
From the given information, The demand function is (P) = -x/8 + 600. The demand function illustrates the causal connection between the quantity of a commodity that is demanded and its numerous determinants.
The demand function is given by P - P1 = m(x-x1)
Since, m = -10/80 (i.e. additional 80 tablets every $10)
P1 = $250, x1 = 2800
So, P - 250 = -1/8 (x - 2800)
P = -1/8 + 350 +350
P = -x/8 + 600
Hence, the demand function (P) = -x/8 + 600
- One variable's connection with its determinants is described by the demand function. It explains how much of a certain amount of products is bought at various prices for that good and its related goods, various income levels, and various values for other demand-affecting variables.
There are two categories of demand function:
- The linear demand function
- Nonlinear Demand Function
Without needing to create a demand function graph, an algebraic formula for constructing demand curves is known as a linear demand function.
Demand function with nonlinearity. The slope of the demand curve (P/Q), in a nonlinear or curved demand function, varies along the demand curve.
Learn more about Demand function, here
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