Unfortunately, since Rami has already signed a non-compete clause for six months following his resignation from his previous workplace, he must stop operating his business is he does not want to be sued by them. This is because (D) the non-compete clause is enforceable.
Most non-compete clause can only be challenged if Rami’s business operations or his past employers are located in a state that does not support non-compete agreements, such as California.
When we say informal sectors, these are organizations that are excused from being taxed or monitored by the government. In this sector, their activities are not part of the <span>gross national product and gross domestic product. Although this kind of economy has some negative impact for some, it can be effective and also helpful in providing jobs especially for the poor ones.</span>
Answer:
The correct option is a. $61.25.
Explanation:
Note: The correct cost function of the farmer is as follows:
C(Q) = 0.05Q^2 ……………….. (1)
Differentiating equation
MC = C’(Q) = 0.1Q
P = Expected price = (25% * $3) + (50% * $3.50) + (25% * $4) = $3.50 ……. (2)
Since profit is maximized when MC = P, we equate equations (1) and solve for Q which is the expected profit-maximizing quantity as follows:
0.1Q = 3.50
Q = 3.50 / 0.1 = 35
Substituting Q = 35 into equation (1), we have:
C(Q) = 0.05 * 35^2 = $61.25
R(Q) = Maximum expected revenue = P * Q = $3.50 * 350 = $122.50
The farmer's maximum expected profit = R(Q) - C(Q) = $122.50 - $61.25 = $61.25
Therefore, the correct option is a. $61.25.
Answer:
Total $1,173.2544
Explanation:
The price of the bond will be equivalent to the coupon payment and maturity discounted at the YTM
<em><u>Coupon payment PV will be an annuity:</u></em>
C 35.50 (1,000 x 7.1% / 2 )
time 30 (15 years x 2 payment per year)
rate 0.027 (YTM /2 )
PV $723.5919
<em><u> The maturity will be the present value of a lump sum</u></em>
Maturity 1,000.00
time 30.00
rate 0.027
PV 449.66
We add bot h to gett the market value
PV c $723.5919
PV m $449.6625
Total $1,173.2544
