Answer:
present value of annuity is $61445.66
Explanation:
given data
annuity P = $1,000 per year
time t = 10 year
rate r = 10% = 0.01
to find out
present value of annuity
solution
we will apply here present value formula that is
present value = P ( 1 - ( 1 + r )^-t ) / r ..........................1
put here all value for r, t and P in equation 1
present value = P ( 1 - ( 1 + r )^-t ) / r
present value = 1000 ( 1 - ( 1 + 0.1 )^-10 ) / 0.01
present value = 61445.66
so present value of annuity is $61445.66
When accounting for a long-term construction contract under IFRS, if the percentage-of-completion method is not appropriate, the seller should account for revenue using "cost recovery method".
<h3>What is cost recovery method?</h3>
According to the "Cost Recovery Rule," any excess cash value (cost basis) over premium payments that results from a partial withdrawal of cash or a policy surrender is taxable income.
Calculation for cost recovery method includes:
- the product's operating expenses, such as those for hardware, software, and labour, should all be added up.
- Analyse whole revenue, regardless of whether a client made a lump-sum payment or several instalments.
- To calculate the profit, deduct the cost of products from whole sales.
To know more about the lump-sum payment, here
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Answer:
Because nothing is free in this world.
Explanation:
