Answer:
A debit of $7.6 million to a loss account
Explanation:
Step 1. Given information.
- Carrying value is 21.4 million
- Market value when retired is 29 million.
Step 2. Formulas needed to solve the exercise.
Gain(Loss) = Carrying value - Market value when retired
Step 3. Calculation.
= 21.4 million - 29 million
= 7.6 million
Step 4. Solution.
A debit of $7.6 million to a loss account
The price of the item is $100. They are doubling the price.
Answer:
The multiple choices are:
a. $200 Million
b. $50 Million
c. $1.4 Billion
d. $100 Million
The correct option is A,$200 million
Explanation:
The increase in cash recorded from the statement of cash flows prepared in the year plus the opening balance of cash at the beginning of the year gives the cash balance at the end of the year shown below:
Increase in cash in the year=cash flow from operations+cash flow from financing activities-cash flow used on investing activities
increase in cash in the year=$325+($500-$100)-$600=$125 million
cash at the end of the year=$125
+$75=$200 million
The present value of the investment is $5,658.29.
The present value is the value of an investment today. It is determined by adding the sum of the discounted cash flows of the investment.
Present value of year 1 cash flows= $3000 / 1.04 = $2,884.62
Present value of year 2 cash flows=$3000 / 1.04² = $2,773.67
Sum of the discounted cash flows = $2,773.67 + $2,884.62 = $5,658.29
A similar question was solved here: brainly.com/question/9641711?referrer=searchResults
