Answer:
40%
Explanation:
Initial amount invested = $50 × 100 × 50% = $2,500
Profit from sale and repurchase = ($50 - $40) × 100 = $1,000
Rate of return = $1,000 ÷ $2,500 = 0.40, or 40%.
Therefor, the rate of return would be 40%.
Answer:
d. $8,000
Explanation:
Reserve requirement = 25% = 0.25
The money multiplier = 1 /Required reserve
The money multiplier = 1/0.25
The money multiplier = 4
The initial deposits = $2,000
The maximum possible expansion of deposits = Initial deposits * The money multiplier = $2,000 * 4 = $8,000. Thus, the maximum expansion of the money supply possible from the original deposit is $8,000
Answer:
$1,240,000
Explanation:
Given that,
Net income = $1,000,000
Pretax foreign currency translation adjustment = $400,000
Unrealized pretax loss on debt securities = $80,000
Effective tax rate = 25%
Total other comprehensive income:
= Foreign currency translation adjustment - Loss on debt securities
= [$400,000 × (1 - 25%)] - [$80,000 × (1 - 25%)]
= ($400,000 × 0.75) - ($80,000 × 0.75)
= $300,000 - $60,000
= $240,000
Comprehensive income:
= Net income + Total other comprehensive income
= $1,000,000 + $240,000
= $1,240,000
Answer:
Pikachu is a Pokémon
Explanation:
The origins are Japanese
pika is the sound of an electric shock
chu is the sound of a mouse (squeak)
Answer:
1. Requires substantial resources.
2. produces different numbers than a traditional system.
3. Is costly to maintain.
Explanation:
Activity-based costing (ABC) system is a method of accounting assigns the total cost of activities such as manufacturing overhead costs and indirect costs necessary to produce a product or provide a service.
Basically, an activity-based costing (ABC) system is focused on the cost drivers associated with the respective activities, which are responsible for cost to be incurred. The cost drivers are activities such as direct labor, purchase order, machine use etc.
<em>Hence, an activity-based costing system requires substantial resources, produces different numbers than a traditional system and is costly to maintain.</em>
