Answer:
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Explanation:
The periodic dividend growth can be estimated by dividing the current dividend Di by the final dividend Di-1 and subtracting one from the outcome, then expressed in percentage.
PV=price=2/0=13.
<h3>
How do you calculate D1 in the dividend growth model?</h3>
The procedure simply is Terminal Value = (D1/(r-g)) where: D1 is the dividend anticipated to be received at the end of Year 1. R is the rate of recovery expected by the investor.
DPS = (total dividends settled out over a period - any special dividends) ÷ (shares outstanding).
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Based on the current balance and the outstanding debit, the correct amount in the account is <u>$51.75</u>
When a person gets a debit in the bank account, it means that there is a deduction from their account.
An outstanding debit of $58 is therefore a deduction from the current balance which is $109.75
The correct amount is therefore:
= 109.75 - 58
= $51.75
In conclusion, the correct balance is $51.75
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Answer:
The inflation rate is different using the two methods as the rate of inflation calculated by the CPI holds basket of goods and services constant while the GDP deflator allows it to change.
Explanation:
i. Value of market basket of the good in 2020 = ($50*2) + ($5*6) = $130
Value of market basket of the good in 2021 = ($70*2) + ($6*6) = $176
CPI in 2020 = ($130 / $130) * 100 = 100
CPI in 2021 = ($176 / $130) * 100 = 135.38
Thus, The percentage change in overall price level is = [(135.38 - 100) / 100) * 100 = 35.38%
ii. Nominal GDP in 2020 = ($50 * 20) + ($5 * 60) = $1300
Nominal GDP in 2021 = ($70 * 21) + ($6 * 80) = $1950
Real GDP in 2020 = ($50 * 20) + ($5 * 60) = $1300
Real GDP in 2021 = ($50 * 21) + ($5 * 80) = $1450
GDP deflator in 2020 = (Nominal GDP in 2107 / Nominal GDP in 2107) * 100 = ($1300 / $1300) * 100 = 100
GDP deflator in 2021 = (Nominal GDP in 2108 / Nominal GDP in 2108) * 100 = ($1950 / $1450) * 100 = 134.48
Thus, the percentage change in overall price level is = [(134.48 - 100) / 100) * 100 = 34.48%