Answer:
1. Transaction will have effects on Balance Sheet in the Assets Section and will be classified as an Investing Activity in the Statement of Cash flows.
2. Transaction will have effects on Balance Sheet in the Liability Section and will be classified as a Financing Activity in the Statement of Cash flows.
3. Transaction will have effects on Income Statement in the Revenue Section and will be classified as an Operating Activity in the Statement of Cash flows.
4. Transaction will have effects on Income Statement in the Revenue Section and will be classified as an Operating Activity of the Statement of Cash flows.
5. Transaction will have effect on Income Statement in the Expense Section and will be classified as a Financing Activity in the Statement of Cash flows.
Explanation:
1. Falcon purchases common stock of Wildcat. This is classified in the investments tab of the assets account. This will be reflected in balance sheet. The transaction is classified in the investing activity.
2. Falcon borrows from Wildcat and signs Notes payable this will have effects in balance sheet liability account. This is financing activity.
3. Falcon receives Dividend revenue from Wildcat. This will be reflected in income statements as revenue. It will operating activity.
4. Falcon provides services to Wildcat , this is reflected in income statement as revenue. This will appear under operating activity.
5. Falcon pays interest on the borrowings to Wildcat. This is income statement items and is an expense. It belongs to financing activity.
Answer:
Increase Rent Expense, $4,000; decrease Prepaid Rent, $4,000.
Explanation:
Since Fisher Shoe Store paid $24,000 to Acme Realty for 6 months rent beginning July 1, we will calculate monthly rent amount by:
24,000/6 = $4,000
Financial statements are prepared on July 31, so we will adjust the July rent in the adjusting entry.
We will debit the rent expense by $4,000 and credit the prepaid rent which is an asset to decrease it by an amount of $4,000.
Answer: $135
Explanation:
First find the future value of the proceeds.
= 10,000 * (1 + 5%)⁷
= $14,071
The monthly payments are equal so X is an annuity and as the payment is made immediately, this is an Annuity due.
Convert the interest rate into monthly figure:
= 3%/12
= 0.25%
Present value of annuity = Annuity * (( 1 - (1 + r)^-n ) / r) * (1 + r)
14,071 = Annuity * ((1 - (1 + 0.25%) ⁻¹²⁰) / 0.25%) * (1 + 0.25%)
14,071 = Annuity * 103.82
Annuity = 14,071 / 103.82
= $135.53
= $135
Answer:
FV= $1,181.62
Explanation:
Giving the following information:
Your bank offers a savings account that pays 3.5% interest, compounded annually. How much will $500 invested today be worth at the end of 25 years?
We need to use the following formula:
FV= PV*(1+i)^n
FV= 500*(1+0.035)^25
FV= $1,181.62
Answer:
Objective , contact information, work experience, education and training, education and training, name.
