You can make 9 into a fraction with the denominator of 56.
8/9= 48/56 (multiply both by 6)
Just add three to the numerator. We can round 48 to 50, so:
50/56+3/56= 53/56 That would be the estimation.
I hope this helps!
~kaikers
I wanna think prob full coverage home owners insurance
Answer:
preferred stockholders received $15,000 during the first 3 years
- $2,000 in the first year
- $6,000 in the second year
- $7,000 in the third year
common shareholders received $25,000 in dividends during the third year.
Explanation:
preferred stock = 1,000 shares x $100 par value x 5% = $5,000
common stock = 10,000 shares at $10 par value
dividends declared and paid during the first 3 years:
year dividends
1 $2,000
2 $6,000
3 $32,000
preferred stockholders should have received $5,000 per year x 3 years = $15,000. Preferred stockholders must be paid first, and their payment is fixed. If the dividends are not enough to pay the total amount, the remaining amount should be paid next year.
- $2,000 in the first year
- $6,000 in the second year
- $7,000 in the third year
common shareholders received $32,000 - $7,000 = $25,000 in dividends during the third year.
Answer:
PED = -1.4 or |1.4| in absolute values, price elastic
Explanation:
the price elasticity of demand (PED) using the midpoint method:
PED = % change in quantity / % change in price
- % change in quantity = {(Q
2 − Q1
) / [(Q2 + Q1)/2]} x 100 = {(200 − 300
) / [(200 + 300)/2]} x 100 = -100 / 250 = -0.4
- % change in price = {(P2 − P1
) / [(P2 + P1)/2]} x 100 = {(1 − 0.75
) / [(1 + 0.75)/2]} x 100 = 0.286
PED = -0.4 / 0.286 = -1.4 or |1.4| in absolute values
Answer:
The expected return on security with a beta of 0.8 is closest to 7.2%.
Explanation:
This can be determined as follows:
Since the return of security Z remains at 4% despite the change in the market, security Z is the risk-free asset.
Note that a risk free asset is an asset which its returns does not change with change in the market.
Using the Capital Asset Pricing Model (CAPM) formula, we have:
Er = Rf + (B * MPR) ............................................ (1)
Where;
ER = Expected return = ?
Rf = Risk-free rate = Rate of return of security z = 4%
B = Beta = 0.8
MPR = Market risk premium = Expected return on the market rate - Risk-free rate
Expected return on the market rate = (50% * 24%) + (50% *(-8%)) = 8%
Therefore, we have:
MPR = 8% - 4% = 4%
Substituting the values into equation (1), we have
Er = 4% + (0.8 * 4%)
Er = 0.072, or 7.2%
Therefore, the expected return on security with a beta of 0.8 is closest to 7.2%.
