Answer:
B) Pay bills when they are due.
Explanation:
A loan can be defined as an amount of money that is being borrowed from a lender and it is expected to be paid back at an agreed date with interest.
Generally, the financial institution such as a bank lending out the sum of money usually requires that borrower provides a collateral which would be taken over in the event that the borrower defaults (fails) in the repayment of the loan.
A credit score can be defined as a numerical expression between 300 - 850 that represents an individual's financial history and credit worthiness. Therefore, a credit score determines the ability of a borrower to obtain a loan from a lender.
This ultimately implies that, the higher your credit score, the higher and better it is to obtain a loan from a potential lender. A credit score ranging from 670 to 739 is considered to be a good credit score while a credit score of 740 to 799 is better and a credit score of 800 to 850 is considered to be excellent.
Generally, it's recommended that loans or bills are paid on a timely basis or as at when due in order to obtain a good credit score.
Hence, a way to establish a good credit record (score) is to pay bills when they are due.
Answer and Explanation:
The computation is shown below:
The formula is
APR = P × {(EAR + 1 )^(1 ÷ P) - 1}
1. For semi annually
= 2 × (0.106 + 1)^(1 ÷ 2) - 1}
= 10.33%
2. For monthly
= 12 × (0.115 + 1)^(1 ÷ 12) - 1}
= 10.93%
3. For weekly
= 52 × (0.092 + 1)^(1 ÷ 52) - 1}
= 8.81%
4. For infinite
= 365 × (0.129 + 1)^(1 ÷ 365) - 1}
= 12.10%
Answer:
A) The issuance of bonds on December 31, 2016.
Dr Cash 104,031
Cr Bonds payable 96,000
Cr Premium on bonds payable 8,031
B) The first interest payment on June 30, 2017.
Dr Interest expense 3,517
Dr Premium on bonds payable 803
Cr Cash 4,320
C) The second interest payment on December 31, 2017.
Dr Interest expense 3,517
Dr Premium on bonds payable 803
Cr Cash 4,320
Answer:
Wage year 4= $12222.19
Explanation:
Giving the following information:
Each additional year of education causes future wages to rise by 7 percent.
A person with 12 years of education makes $21 000 per year.
A person with 4 years of education=$?
We will use the present value formula to calculate the wage in year 0. Then with the final value formula calculate the year 4 wage.
PV= FV/[(1+r)^n]
FV=final value at t time
r= rate
n= period of time
PV= 21000/(1,07^12)= $9324. 2511
Final Value= PV*(1+r)^t
Final Value year 4= 9324.2511*(1,07^4)= $12222.19
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