Answer: 16 S&P 500 futures contracts
Explanation:
The number of contracts can be calculated by:
= (1 * beta) × Stock value/(Contract size * Index level)
= 1.35 × 12,000,000 / ( 250 * 3,983)
= 1.35 × 12,000,000 / 995,750
= 16 S&P 500 futures contracts
Answer:
The correct option is (A)
Explanation:
Social media campaign for the most part, relies upon the marketing goals and objectives of an organisation. The manager has applied objective and task budgeting technique to allocate resources towards marketing campaigns to achieve specific objectives. It is a better option to allocate resources rather than to wait and spend arbitrary money.
Answer: a. When Dream Home Builders employs 11 workers, it can increase profits by__hiring___ workers
B.When Dream Home Builders employs 11 workers, it can increase profits by__13___ workers
C. If the market wage changes to $27, Dream Home Builders would _increase___
the number of workers employed to 14__workers
D. The curve depicting the value of the marginal product of labor is also the labor __demand__curve.
Answer:
marginal revenue is -6
and production levels 200, 50
Explanation:
given data
R(x) = 10 x - 0.04 x²
solution
we have given
R(x) = 10 x - 0.04 x²
so here R'(x) is
R'(x) = 10(1) - 0.4 (2x)
R'(x) = 10 - 0.8 x ....................1
so here at x is 20 marginal revenue will be
R'(20) = 10 - 0.8(20)
R'(20) = 10 - 16
R'(20) = - 6
and
when revenue is $400
R(x) = 400
400 = 10 x - 0.04 x²
x= 200, 50
Answer:
The income received by an individual who supplies labor services equals the incremental benefit generated to the firm by the individual´s labor
Explanation:
The marginal productivity theory of income or wages states: firms pay a salary that is equal to the extra benefit a (that is why is marginal; an extra unit in this case is an extra unit of labor) worker represents in output of production. In other words, if the firm employees a new worker, its salary would be equal to the extra output produced by him or her (marginal product of labor). Because of this, wages depend on the production function each firm has. The mathematical formula to get the marginal product of labor is: dF/dL, where F is the production function and L represent labor in it.
