Sandy is currently 8 years old.
Start by using x for Sandy's current age and x + 5 for Megan's current age.
Since we know the above, we can find their age's as of 4 years ago as both of those minus 4. So Sandy 4 years ago was x - 4 years old and Megan was x + 1 years old.
Now we can set up an equation that shows that Megan's age 4 years ago was equal to Sandy's age 4 years ago times 3 minus 3.
x + 1 = 3(x - 4) - 3
x + 1 = 3x - 12 - 3
x + 1 = 3x - 15
x + 16 = 3x
16 = 2x
8 = x
Which is Sandy's current age.
Answer: $43.32
Explanation:
The Intrinsic value of Home Depot Stock will be the present value of all the future cashflows from the stock.
Discounting with a rate of 18%, the intrinsic value is;
= 1.31/ ( 1 + 18%) + 1.58 / ( 1 + 18%)² + 1.54/ ( 1 + 18%)³ + 1.56 ( 1 + 18%) ⁴ + 76.25 / ( 1 + 18%) ⁴
= 1.11 + 1.1347 + 0.937 + 0.8046 + 39.3289
= 43.3152
= $43.32
Answer:
The answer is B. Limited
Explanation:
A market is liquid if market participants can either sell or buy securities (assets, bonds etc.) easily with low transaction costs or without significantly reducing its price.
A purely domestic capital market is not as liquid as the one that also involves foreigners because it is purely domestic and market participants wont be that much compared to if market participants also involve foreigners.
Number of market participants is a key to liquidity. The higher the number, the more liquid a market is.
Answer:
100,000 units
Explanation:
The computation of the transferred out units of the process is shown below:
= Transferred units × percentage of completion + ending work in process inventory units × percentage of completion
= 90,000 units × 100% + 10,000 units × 100%
= 90,000 units + 10,000 units
= 100,000 units
All other information which is given is not considered. Hence, ignored it
Answer:
7.32%
Explanation:
<em>The price of a bond is the present of its interest payment and the present value of redemption value (RV</em>
Present value of the Redemption Value (RV) =
FV× (1+r/2)^(-2×n)
FV- 2000, r- yield rate, r/2= 6.74%/2 = 3.37%, n-22
=2000× (1.0337)^(-2×22)
= 465.233
Present Value of the coupon payment =Price of bond - PV of RV
= (106.657% × 2000) - 465.233
= $1667.90
PV of coupon payment= A × (1-(1+r)^(-2×n)
A- semiannual coupon payment, r -yield
1667.90 = A × (1-(1.0337)^(-2*22))/0.0337
1,667.90 = A × 22.7710
A = 1,667.90/22.7710
A= 73.246
Annual coupon payment = 2× 73.246= 146.493
Annual coupon rate = coupon payment/ face value
= (146.493/2,000 )× 100
= 7.32%
