Answer: Logistic regression
Explanation:
The type of model that the student group can utilize to analyze which features are important for explaining whether someone opens a promotional email is the logistic regression.
Logistic regression is the regression analysis that's used to conduct in a case whereby the dependent variable is binary.
With regards to the question, the logistic regression can provide the best model which will be used to forecast the most important features for the opening of the promotional e-mail.
Answer:
These are the options for the question:
- Peer pressure
- Personality conflict
- Climate of mistrust
- Fear of failure
And this is the correct answer:
Explanation:
Ted is afraid of failing at his new role, he is suffering from fear of failure. This is because Ted was accustomed to completing a set of tasks specific to his previous position in the company.
Now that the company has reorganized, he has been given a new position, and new tasks to complete, and he does not feel at ease at first, likely because he lacks first-hand experience with some of the tasks.
Answer:
Adding up basic monthly expenses and subtracting this total from take-home pay, plus trying to find out ways or figuring out what to give up to make the monthly loan payment.
Explanation:
A loan is simply a borrowed money that must be repaid at a certain point in time.
Before taking out a loan, it is better you ask yourself some questions like the reason for the loan collection, how much am i earning and willing to set aside for the loan repayment and will it be monthly and other questions.
Answer:
Dr interest expense $2448
Dr interest payable $3060
Dr Notes payable $61,200
Cr cash($2448
+$3060
+$61,200) $ 66,708.00
Explanation:
The interest accrued at 31st December 2022 is interest for 5 months which is calculated thus:
interest as at 31st December=5/12*12%*61,200=$3060
On that interest expense would have been debited while interest payable is credited with $3060
On the due date, interest for another months need to computed as follows:
interest for four months=4/12*12%*61,200=$2448
