Answer:
A. Without changing her total expenditure, she could increase her utility by consuming more jam and less juice.
B. Straight line Indifference curve has negative slope.
D. All of the above.
Explanation:
Isobel can increase her total utility by consuming more of jam and less of juice. Her total expenditure will not change and therefore price of jam is 10 cents while price of juice is 5 cents. She can have more jam because marginal utility for jam is double than juice.
Answer:
it shifts the AS curve in the short-term.
(please give brainliest)
Answer:
Answer is option A, i.e. shareholder.
Explanation:
According to Petronio in Communication privacy management theory, when the original owner of any private information allows other persons or recipients of that private information to make decisions regarding the same, and take control of it, then the recipient of that private information is regarded as Co-owner or shareholder.
Answer:
A. Decrease in price of complements
B. Increase in price of complements
C. Increase in price of substitute
D. Decrease in price of substitute
Explanation:
A. A decrease in the price of a good would increase its demand. This will cause the demand for its complements to increase as well, this is because the complements are consumed together.
B. Similarly, the increase in the price of a good would decrease in its demand. Along with it, the demand for its complement will decrease as well because the complements will be consumed together.
C. When the price of a good increases, its demand will decrease. The demand for its substitutes will increase because the consumers will prefer the cheaper substitute.
D. Similarly, the decline in the price of a good will make it cheaper, so its demand will increase. The demand for its substitute will decrease because the consumers will prefer the good that is cheaper.
Answer:
$7.90
Explanation:
Calculation for lower bound on the current value of the European put option
Using this formula
Lower bound current value for European put option = Ke^–rt –So
Where,
Rf represent risk free rate 4%
K represent (Strike price) = $30
(t) represent Time = 1 month = 1/12 year
(So) represent Stock price = $22
Let plug in the formula
Lower bound current value for European put option = [30e^–0.04 x (1/12) ] – 22
Lower bound current value for European put option = $29.90 – $22
Lower bound current value for European put option = $7.90
Therefore the lower bound on the current value of the European put option will be $7.90