Answer:
The correct answer is -0.2.
Explanation:
According to the scenario, the given data are as follows:
When rate = $1.50
Hot dogs sold at $1.50 = 500 units
And When rate = $1.35
Hot dogs sold at $1.35 = 510 units
So, we can calculate the price elasticity by using following formula:
Price elasticity = (%change in quantity ) ÷ ( %change in price )
Where, %change in quantity = (( 510 - 500 ) × 100) ÷ 500
= 1,000 ÷ 500
= 2
and %change in price = ((1.35 - 1.50 ) × 100) ÷ 1.50
= (-10)
So, by putting the value:
Price elasticity = 2 ÷ (-10)
= -0.2
Hence, the price elasticity of demand for hot dogs is -0.2.
6000+90-4 because 6000+90 is 6090 and the problem is 6090-4
Answer: Expected value = $2.034
Explanation:
Total outcome = 52
Favorable Outcome = 8
Probability of drawing a card with a value of three or less = 
= 
= 
Probability of drawing a card with a value of more than three = 1 -
= 
Hence,
Expected value = 
= 22.338 - 20.304
= $2.034
Answer:
d. a private corporation.
Explanation:
A private corporation is a limited company that is owned by a few numbers of shareholders. The shares of a private corporation are not publicly traded in the securities exchanges, neither are they issued through an initial public offer. Ownership of a private corporation is transferable but is restricted to the founders who, in most cases, are family members, close friends, or associates.
Wiley and the shareholders have a private corporation. Formation of a private corporation is through incorporation, as is the case of Wiley wire corporation. Private corporations are established with a profit motive. Ownership of Wiley wire corporation will be restricted to Wiley and the other shareholders.
Answer:
Annual Financial advantage $ 550
Explanation:
<u>Computation of income/loss on special order</u>
Unit product costs
Normal product costs $ 19.20
Incremental variable costs $ 1.30 per unit <u>$ 1.30</u>
Total product costs $ 20.50
Revenues per unit <u>$ 26.00</u>
Profit per unit $ 5.50
Sales Units 2,100 units
Total incremental profit on order $ 11,550
Less; cost of moulds <u>$ 11,000</u>
Incremental profit on S 47 order $ 550
