Answer:
$192,000
Explanation:
Calculation for What is the value of ending inventory under variable costing
Using this formula
Value of ending inventory =[(Direct materials+Direct labor+Variable overhead+(Fixed overhead/Units produced)×Ending units in inventory]
Let plug in the formula
Value of ending inventory=[($6+ $4+ $5 + ($234,000/26,000 units) ×8,000 units]
Value of ending inventory= ($15 units+$9 units)×8,000 units
Value of ending inventory=$24 per units×8,000 units
Value of ending inventory = $192,000
Therefore the value of ending inventory under variable costing will be $192,000
During a period of economic expansion, the demand curve for bonds shifts to the left.
<h3>What is the effect of an economic expansion?</h3>
During an economic expansion, the supply of money in the economy rises and the demand for money also increases. This leads to an increase in the interest rate and the price of the bonds would fall.
If expected profitability is expected to be high, people would prefer to hold more risky investment. Thus, there would be a fall in the demand for bonds. The demand curve for bonds would shift to the left.
Here are the options to this question:
A) the demand curve for bonds shifts to the left.
B) the supply curve of bonds shifts to the right.
C) the equilibrium interest rate falls.
D) the equilibrium price of bonds rises.
To learn more about economic expansion, please check: brainly.com/question/831569
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Answer:
Results are below.
Explanation:
Giving the following information:
Cupon rate= 0.0544/2= 0.0272
YTM= 0.0491/2= 0.02455
The par value is $1,000
<u>We weren't provided with the number of years of the bond. I imagine for 9 years.</u>
<u>To calculate the bond price, we need to use the following formula:</u>
Bond Price= cupon*{[1 - (1+i)^-n] / i} + [face value/(1+i)^n]
Bond Price= 27.2*{[1 - (1.02455^-18)] /0.02455} + [1,000*(1.02455^18)]
Bond Price= 391.93 + 646.25
Bond Price= $1,038.18
Answer:
275
Explanation:
You will add all the figures;that is;44+67+91+18+55=275
Answer:
7 pounds
Explanation:
To solve this we need to use simultaneous algebraic equations.
Assume
x = 1 pound of bluegrass seed
y = 1 pound of drought resistant seed
Our first equation considers the number of pounds
x + y = 25
y = 25 - x
For the combined bluegrass seeds and thought resistant seeds bought
For the second equation we consider the price
2x + 3y = 68
Substitute value of y in equation 2
2x + 3(25 - x) = 68
2x + 75 - 3x = 68
x= 7
So the amount of bluegrass seed is 7
We can also get the amount of drought resistant seed from equation
7 + y = 25
y = 18