There are different kinds of employment benefits. The answers to the questions are;
- The salary at the new job is an advantage
- The benefits at the job are an advantage
- The job's location is an advantage
- The potential for job satisfaction is an advantage
There are different benefits from finding a good job. They include insurance in both medical, life, dental etc., vacation pay, holiday pay, maternity leave, bonuses etc.
Getting a good Job that has a good pay and very close to one's residence is very important as it will reduce your cost of spending.
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Keisha has received an offer for a job that pays a higher salary than her current job. It also offers health insurance for all the members of family. The new job is a distance from her home and will require a long commute, which will take her away from her family for many hours of the day. In addition, it provides the promise of advancement and future opportunities at that company. The salary at the new job is a(n) . The benefits at the job are a(n) . The job’s location is a(n) . The potential for job satisfaction is a(n) .
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The correct option is B
Explanation:
3. b) Rachel in specialize in making pies and joey should specialize in making bread.
Rachel can make 1 pie in one hour so she is already taking less time to make a pie than to make a bread. thus,if she should specialize in making pie.while coming to joey, joey takes 4 hours to make either pie or bread so he left with only one option i.e, to be specialized to make bread only.so that they can maximize their oupu
Regal Financial institution is a Savings and loan bank. Conventionally,S$L must have a Mortgage dominant of over 65%.
S&L are typically suitable for home loans than commercial banks because they have lower borrowing rates. their emergence was neccessitated by the exclusivity of commercial banks.
Answer: May you give more details? It’s really hard to explain without no details.
Explanation:
.
Answer:
$1,664.099
Explanation:
The amount that should be recognised by the Frank in respect of monthly payments to be made in respect of used car shall be determined using present value of annuity formula as follows:
Total amount to be paid= $72,000*3/4=$54,000
Total amount to be paid=Present value of annuity=R+R[(1-(1+i)^-n)/i]
Where
R=Equal monthly payment to be made=?
i=Interest rate compounded monthly=9/12=0.75%
n=number of payments involved=36
Present value of annuity= $54,000
$54,000=R+R[(1-(1+0.75%)^-36)/0.75%]
$54,000=R+R(31.45)
$54,000=R*32.45
R=$1,664.099=equal monthly payment
