16436.19 value of the interest in 10 yrs compounded quarterly if $10,000 is invested at annual rate of 5% for 10 years.
<h3>What does interest rate mean in a nutshell?</h3>
An interest rate is a fee that a lender assesses to a borrower; it is calculated as a percentage of the principal, or the loaned amount. The annual percentage rate, or APR, is typically used to express the interest rate on a loan (APR).
<h3>What elements influence interest rates?</h3>
Interest rates are decided in a free market where supply and demand are constantly changing. Depending on how willing consumers, businesses, and governments are to save, there will be a certain amount of money accessible. The demand for funds is a reflection of how much money firms, individuals, and governments want to spend.
To know more about Interest Rate visit:
brainly.com/question/13324776
#SPJ4
The answer would have to be true
Answer:
Shop for an account that earns high interest
Explanation:
Ariel should shop for an account that earns the highest interest rates in the market. With an account that earns high interest, Ariel does not need to save the entire amount required to purchase the computer. She will save a big percentage while the interest earned will add to the rest of the amount.
An account that compounds interest would be ideal for her. Compounding interest means that interest earned in the year is added to the principal amount. The principal amount increases, so does interest in the preceding seasons.
Answer:
cash 910,000 debit
bonds payable 850,000 credit
premium on BP 60,000 credit
-- to record issuance of bonds --
interest expense 63700 debit
amortization 4300 credit
cash 68000 credit
--to record coupon payment at December 31th--
Explanation:
issuance:
cash proceed of 910,000 face value of 850,000 the 60,000 difference wil be a premium.
interest entry:
we multiply the carrying value of the bonds by the market rate
we calcualte the cash procees as ussual: face value x bond rate
the difference wil be the amortization on premium
910,000 x 7% 63,700
850,000 x 8% 68,000
amorization 4,300