Answer:
a. 1, and total revenue and price move in the same direction
Explanation:
Unit elasticity of demand is when a change in price leads to a proportional change in quantity demanded.
A good has a unit elastic demand when its coefficient of elasticity is equal to one.
If price increases by 20% , quantity demanded falls by 20%.
If price falls by 20%, quantity demanded increases by 20%.
I hope my answer helps you.
Answer: $22000
Explanation:
The amount of Superior's dividend declarations during its recent year of operation will be calculated thus:
Ending retained earnings ($91000) = Beginning retained earnings ($75000) + Net income ($38000) - Dividend declared
$91000 = $113000 - Dividend declared
Dividend declared = $113000 - $91000
Dividend declared = $22000
Therefore, Superior's dividend declarations during its recent year of operation is $22000
Answer:
Gross profit= $54,700
Explanation:
Giving the following information:
Purchases $37,000
Merchandise inventory, September 1 6,100
Merchandise inventory, September 30 6,800
Sales 91,000
<u>First, we need to calculate the cost of goods sold:</u>
COGS= beginning finished inventory + cost of goods purchased - ending finished inventory
COGS= 6,100 + 37,000 - 6,800
COGS= $36,300
<u>Now, the gross profit:</u>
Gross profit= sales - COGS
Gross profit= 91,000 - 36,300
Gross profit= $54,700
Answer:
Range of price elasticity of demand for cigarettes is from (-0.5) to (-0.3).
Explanation:
Percentage increase in price = 10%
Percentage reduction in quantity demanded = 3% to 5%
We are taking percentage change in the quantity demanded is equal to 3% for now.
Initial price elasticity of demand for cigarettes:
= Percentage change in quantity demanded ÷ Percentage change in price
= -3 ÷ 10
= -0.3
Now, we are taking percentage change in the quantity demanded is equal to 5%.
price elasticity of demand cigarettes:
= Percentage change in quantity demanded ÷ Percentage change in price
= -5 ÷ 10
= -0.5
Therefore, the range of price elasticity of demand for cigarettes is from (-0.5) to (-0.3).
Answer:
11.3%
Explanation:
O'Brien has the following data
rRF= 5%
RPM= 6%
b= 1.10%
Therefore the cost of equity can be calculated as follows.
= 5% + 6%(1.05)
= 5% + 6.3
= 11.3%
Hence the cost of equity is 11.3%
