Letter C is correct. Retention processes.
The failure in the social learning process is in the retention process. This process occurs when the behavior is not remembered after observation. This is what happens when George's son does not repeat proper behavior with the cat when not being observed, because he does not remember. To avoid this failure it is necessary to reproduce the learning process until a memory is formed to identify the expected behavior.
I think the most appropriate answer would be D. Because it has a 50 percent chance of winning $X and a 50 percent chance of losing $Y.
I hope it helped you!
Answer: Both of them
Explanation:
The Monte Carlo Simulation is a forecasting technique that allows one to find out the probability of occurence of different outcomes which may be difficult to come up with because there are multiple random variables involved.
Monte Carlo simulations are used in many diverse fields such as Finance, Engineering and Science.
As earlier mentioned, this simulation allows for multiple random variables so Phillips can use it to model both the variables to have different characteristics.
Answer:
$20,676.53
Explanation:
The qeustion is to determine Future Value of the withdrawal Anna will make in 4 years
Amount in Savings - Amount Withdrawn today) x 1 + rate - Amount to be withdrawn a year from today ) x 1 + rate ∧3 years
$38,654 - $10,000 x 1.023
= $28,564 x 1.023
= 29,313.042- 10,000 =
19,313.042 x 1.023 ∧3
=19,313.042x 1.070599167
$20,676.53
This means that after withdrawing $10,000 to day and another $10,000 one year form today, from Anna's initial savings of $38,654, she will be able to withdraw her entire balance of $20,676.53 in 4 years time.
Answer:
The answer is a. 14.33.
Explanation:
We apply the net present value (NPV) methodology to approach the two options.
+ The lifetime subscription's npv = $(850)
+ The annual subscription's npv = - 85 - [ 85/6% * [ 1 - 1.06^(-n) ], with n is the number of years the subscriber still lives.
To make a lifetime subscription a better buy, the NPV of this option should be higher than the NPV of annual subscription or:
85 + [ 85/6% * [ 1 - 1.06^(-n) ] > 850 <=> 1 - 1.06^(-n) > 0.54 <=> 1.06^(-n) < 0.46 <=> -n < -13.33 <=> n > 13.33.
So, the subscriber should live more than 14.33 years ( 13.33 + 1 years for another next year subscription) to make the lifetime subscription a better choice.
So, a is the correct choice.
