Answer: 97.99
Explanation:
The one-year forward rate that an investor would be indifferent between the U.S. and Japanese investments will be:
= Spot rate × (1 + Japanese rate / 1 + U.S rate)
= 101 × (1 + 1% / 1 + 4.1%)
= 101 × [(1 + 0.01) / (1 + 0.041)]
= 101 × (1.01/1.041)
= 101 × 0.9702209
= 97.99
An amount of $24 per unit will need to be charged by the outside supplier to make Tide be indifferent between making or buying the subcomponent.
Relevant cost per unit to make = (Direct materials + Direct labor + Variable manufacturing overhead + Fixed manufacturing overhead) / Total sub-component unit
Relevant cost per unit to make = ($250,000 + $200,000 + $190,000 + $80,000) / 30,000 units
Relevant cost per unit to make = $24
Hence, the indifferent price is $24 per unit
Therefore, an amount of $24 per unit will need to be charged by the outside supplier to make Tide be indifferent between making or buying the sub-component.
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Answer:
e. $ 282,000
Explanation:
To determine the assets of the company at year end, we need to find the equity at year end, this is calculated as follows:
Opening Equity $ 145,000
Net Income for the year $ 45,000
Revenues $ 210,000
Expenses $ 165,000
Equity at end of year $ 190,000
The accounting equation is
Assets = Liabilities + Stockholders' Equity
Assets = $ 92,000 + $ 190,000 $ 282,000
? what is the question category ohhhhhhhhhh
Answer:
Investment Y
Explanation:
Investment Y pays compound interest, which earns interest compared to simple interest over time. In compound interest, the interest earned in the period is added to the principal, thereby increasing the principal amount for in the next period. It means that the interest earned also earns interest.
Compound interest increases the principal amount at the beginning of every period. As a result, the interest earned will be higher every year. Investment X earns simple interest. In simple interest, the principal amount remains is constant throughout the investment period. The interest in simple is constants throughout the period. Compound interest has higher returns compared to simple interest.
