Answer:
The following balances have been worked out from the information given in question;
Explanation:
No. of Common stocks issued $200,000/22 9,091
Paid in capital-Common Stocks 9,091*(22-1) $90,909
No. of Treasury Stock 3,000
Treasury stock 3,000*20 $60,000
EPS =$147,750/(9,091 -3,000) $24
Retained Earnings ($155,000+$147,750-$49,250) $253,500
Answer:
b. inelastic
c. Yes - it decreased
Explanation:
Elasticitiy of demand measures the responsiveness of quantity demanded to changes in price.
Elasticity of demand = percentage change in quantity demanded/ percentage change in price
= -2/4 = -0.5
The absolute value is 0.5
If the absolute value of the coffiecnet of elasticity of demand is less than one, demand is inelastic.
Demand is inelastic if a change in price has no effect on quantity demanded .
We can tell that the quantity demanded fell because of the negative sign in front of the percentage change in quantity demanded.
I hope my answer helps you
Answer:
Parenting.
Explanation:
The complexity of transitional business conditions creates a necessity for creating value through aggregation of various businesses in complex corporate enterprise, which provides it the character of a multi-business firm. Businesses may be defined as being regardless of the enterprise chooses to work as organizationally separate profit-responsible units. this can be primary done to create a fit between ways the business creation is been done.
Answer:
Neutrino Industries must sell <u>8.68 million shares</u> to raise $400 million.
Explanation:
To calculate this, let B represents the number of shares Neutrino Industries must sell. Therefore, we have:
Gross proceeds = $49 * B, or $49B
Underwriter charges = 6% * $49B = $2.94B
To raise $400 million, we deduct the underwriter charges from gross proceeds and solve for B as follows:
$49B – $2.94B = $400,000,000
$46.06B = 400,000,000
B = 400,000,000 / 46.06
B = 8,684,324.79 shares, or 8.68 million shares.
Therefore, Neutrino Industries must sell <u>8.68 million shares</u> to raise $400 million.
I think Jennifer’s payment for the month is 3,800
