Answer:
8.27%
Explanation:
Data provided in the question:
Current price = $36.72
Annual dividend paid, D0 = $2.18
Dividend growth rate, g = 2.2% = 0.022
Now,
Cost of Equity = [ (Dividend For Next Year) ÷ Current Price ] + Growth rate
= [ ( D0 × ( 1 + g ) ) ÷ $36.72 ] + 0.022
= [ ( $2.18 × ( 1 + 0.022 ) ) ÷ $36.72 ] + 0.022
= [ 2.22796 ÷ $36.72 ] + 0.022
= 0.06067 + 0.022
= 0.08267
or
= 0.08267 × 100% = 8.267% ≈ 8.27%
Answer:
The depreciation cost of the bus per unit is $ 1.4 which is purchased on January 1, 2019.
Explanation:
The depreciation cost per unit is computed as:
Depreciable asset = Cost - Salvage Value
= $205,860 - $7,900
= $197,960
Depreciation per unit = Depreciable asset /Useful life expected value
= $197,960 / 141,400
= $1.4
Therefore, the per unit cost is $1.4
Answer:
(C) -26%
Explanation:
Initial quantity of pizzas demanded = 10,000 slices
New quantity of pizzas demanded = 7,400 slices
Change in quantity of pizzas demanded = new quantity demanded - initial quantity demanded = 7,400 - 10,000 = -2,600 slices
Percentage change in quantity demanded = (change in quantity of pizzas demanded ÷ initial quantity of pizzas demanded) × 100 = (-2600 ÷ 10,000) × 100 = -0.26 × 100 = -26%
Answer: A. A QR code that is scanned and decodes information directly on the phone
Explanation:
This is the best option as QR codes are usually inserted into print media to give more information about something when they are scanned. They can even be used to give discounts.
Human technology has not reached the point where either pop-ups, interactive content, or image projections can appear on print media so options B through E are wrong.
Answer:
The insurance cost should be allocated to the products made in January and to those made in February is $8,000 and $7,000 respectively.
Explanation:
For computing the allocated insurance cost, first, we have to compute the per labor rate which is shown below:
Per labor rate = (Annual premium) ÷ (Labor hours)
= ($120,000) ÷ (48,000 hours)
= $2.5
Now the insurance cost would be
For January = Labor rate per hour × number of labor hours\
= 3,200 hours × $2.5
= $8,000
For February = Labor rate per hour × number of labor hours
= 2,800 hours × $2.5
= $7,000
