Question Completion:
On December 31, 2014, Renda's common stock sold for $35 per share. At that price, how much did investors say $1 of the company's net income was worth? Earnings per share = $1.50
Answer:
Renda Company
The value of $1 of the company's net income by investors was:
$23.33
Explanation:
a) Data and Calculations:
Market price of Renda's common stock = $35 per share
Earnings per share = $1.50
This means that investors' value on $1 = $35/$1.50 = $23.33
b) Investors in Renda's common stock place a value of $23.33 for each $1 of the company's net income. This is why they can afford to pay $35 per share in order to benefit from $1 of the company's earnings. This calculation is based on the price-earnings ratio, which relates the company's share price to the earnings per share.
Answer:
COGS= $920,000
Explanation:
Giving the following information:
Beginning inventory= $55,000
Ending inventory= $45,000
Purchases= 210,000 + 130,000 + 160,000 + 410,000= $910,000
<u>To calculate the cost of goods sold (COGS), we need to use the following formula:</u>
COGS= beginning finished inventory + cost of goods purchased - ending finished inventory
COGS= 55,000 + 910,000 - 45,000
COGS= $920,000
Answer:
a. What would be the value of a savings account started with $700, earning 4 percent (compounded annually) after 10 years?
$700 * 1.480 = $1,036.00
b. Brenda Young desires to have $15,000 eight years from now for her daughter’s college fund. If she will earn 6 percent (compounded annually) on her money, what amount should she deposit now? Use the present value of a single amount calculation.
$15,000 * 0.627 = $9,405
c. What amount would you have if you deposited $1,800 a year for 30 years at 8 percent (compounded annually)?
$1,800 * 113.28 = $203,904
Answer:
$2,800
Explanation:
The computation of the increase in consumption is shown below:
= Marginal propensity to consume × rise in income
= 0.70 × $4,000
= $2,800
Hence, the consumption would be increased by $2,800
We simply applied the above formula i.e. marginal propensity to consume is multiplied with the rise in income so that the correct answer could come
Answer:
$1,306,986
Explanation:
Calculation to determine What is the levered value of the equity
First step is to calculate the VL
VL = {[$338,000 × (1 - .34)] / .142} + (.34 × $400,000)
VL= $1,706,986
Now let calculate the levered value of the equity (VE)
VE = $1,706,986 - $400,000
VE = $1,306,986
Therefore the levered value of the equity is $1,306,986