C. A worker who styles hair.
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Buy property, Experince damages file a claim
You cant file a claim unless you've gone through having a property something breaking and filing a claim.
Answer:
June 30
Explanation:
As per the revenue recognition principle, the revenue is recognized when it is earned or realized that means service is performed but the payment is not made at the time of providing the service.
It is not get impacted when will be the cash received.
So, in the given case, the large sale is made on June 30 and on June 30 the revenue would be recognized.
Social Security benefits are typically computed using "average indexed monthly earnings."
<h3>What is the Social Security bonus trick?</h3>
That's a myth: 62 is the earliest age you can claim your benefit, but it's not the only age to do so.
Waiting to claim Social Security after age 62 comes with a bonus: roughly 8% additional monthly income per year for each year you delay claiming (up to age 70).
<h3>What is the lowest Social Security monthly benefit?</h3>
The first full special minimum PIA in 1973 was $170 per month.
Beginning in 1979, its value has increased with price growth and is $886 per month in 2020.
The number of beneficiaries receiving the special minimum PIA has declined from about 200,000 in the early 1990s to about 32,100 in 2019.
Learn more about social security here:
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brainly.com/question/22048159</h3><h3 /><h3>#SPJ4</h3>
Answer:
The equivalent present worth of the series is $4,182.21
Explanation:
Fix periodic payments for a specific period of time are annuity payment and the payments made at the start of each period is known as advance annuity.
As per given data
Inflation per year = 18.3% / 5 = 3.66%
numbers of period = 5 years
Payment per period = $897.63
Use following formula to calculate the present value of annuity payments
PV of annuity = P x ( 1 - ( 1 + r )^-n / r
Where
P = Payment per period = $897.63
r = rate in of interest = 3.66%
n = numbers of periods = 5 years
Placing values in the formula
Equivalent present worth of the series = $897.63 + $897.63 x ( 1 - ( 1 + 3.66% )^-(5-1) / 3.66% )
Equivalent present worth of the series = $4,182.21
