Answer:
which appropriate cell , the question is not clear
Answer:
Yes, it should be purchased
Explanation:
The computation is shown below;
Net present value = $9,000 ÷ 1.12 + $7,000 ÷ 1.12^2 + $5,000 ÷ 1.12^3 + $3,000 ÷ 1.12^4 - $14,000
= $5,081.53
As we can see that the net present value comes in positive so sigma should purchased the digger
Therefore the same would be considered and relevant
Answer:
a. Straight-Line method:
Year depreciation = (Cost - Residual value) / useful life
= (130,000 - 10,000) / 6
= $20,000
2019 = $20,000 2020 = $20,000
b. Double declining.
= Twice the rate of straight-line.
= 1 / 6 * 2
= 33%
2019 2020
= 130,000 * 33% = (130,000 - 42,900) * 33%
= $42,900 = $28,743
c. Units of Production:
Rate per unit = (Cost - residual) / Number of units in lifetime
= (130,000 - 10,000) / 1,000,000
= $0.12 per unit
2019 2020
= 180,000 * 0.12 = 140,000 * 0.12
= $21,600 = $16,800
Answer:
The marignal revenue that another worker would bring to Joe under these circumstances is $90.
If joe hires a new worker, the worker can repair 3 appliances per hour, and the mininum charge for appliance-repair is $30 plus parts. The marignal revenue is:
$30 x 3 appliances = $90
Because wages are equal to the marginal product of labor, the maximum amount that Joe would pay to a new person is $90.
An increase in a consumer's income will increase the slope of the consumer's budget line.
<h3>
What is a budget line?</h3>
- The budget line sometimes referred to as the budget restriction, displays every combination of two commodities that a client is able to afford at the current market pricing and within their specific income range.
- The budget line is a graphical representation of every combination of the two commodities that may be purchased using the given income and cost, with the price of each combination being equal to the customer's monetary earnings.
- It's critical to remember that the slope of the budget line corresponds to the cost-to-volume ratio of two commodities.
- The slope of the budgetary restriction is very significant.
<h3>Increase in the slope of the budget line:</h3>
- A rise in income allows consumers to purchase more of both goods, which causes the budget line to shift outward, or to the right (slope increases).
Therefore, an increase in a consumer's income will increase the slope of the consumer's budget line.
Know more about the slope of the budget line here:
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