Answer:
II-2.4000 Substantial limitation of a major life activity.
Explanation:
To constitute a "disability," a condition must substantially limit a major life activity. Major life activities include such activities as caring for one's self, performing manual tasks, walking, seeing, hearing, speaking, breathing, learning, and working.
Answer:
Accounting equation is stated as follows:
Assets = Liabilities + Stockholder's Equity
Transaction 1
Providing services will increase revenue, which will increase stockholder's equity. And since it is on account it will increase assets by the same amount = $39,000
Transaction 2
Cash received will increase cash in assets and will decrease accounts receivables in assets. Net effect = 0
Transaction 3
Purchase of equipment will increase equipment that is asset by $24,000 and further it is purchased through a note payable, it will increase liability with the same amount.
Transaction 4
This will decrease cash as paid in cash which will decrease assets, and further this will be expense for the period which will decrease the revenue and will decrease the stockholder's equity.
Answer:
C. Preferred stockholders will receive the entire $300,000 and they must also be paid the remaining $20,000 sometime in the future before common stockholders will receive any dividends.
Explanation:
Preferred shares have preference over the common shares in respect of dividend. Since $300,000 is paid as dividend, the entire amount has to be paid to the preferred shareholders, as the total amount payable to them as dividend = $1,000,000 * 4 *8% = $320,000, which is more than the total dividend declared.
In addition, as the preferred shares have cumulative dividend preference the shortfall in any year is to be carried forward and paid in the year in which dividends are paid and that too before any dividend is paid to the common shareholders.
Answer:
Option A. $20
Explanation:
Marginal cost be MC, marginal revenue be MR and . We know that
MR = ∆TR ÷ ∆Q
or
MR = (P∆Q+Q∆P) ÷ ∆Q
Here,
P is Profit-maximizing price
or
MR = (P∆Q ÷ ∆Q) + (Q∆P ÷ ∆Q)
or
MR = P + (Q∆P ÷ ∆Q)
we can also write the above equation as
MR = 
also,
Price elasticity of demand PED = 
or
MR = P + [ P ÷ (PED) ]
We know MR = MC
Therefore,
MC = P + [ P ÷ (PED) ]
(P − MC) ÷ P = −1 ÷ PED
Substituting the values provided in the question
MC = $10
PED = -2
we get
P = [ PED ÷ (1 + PED)] × MC
P = ( -2 ÷ -1) × 10
or
P =$20
hence,
Option A. $20
