Answer:
Since Interest Rate and Period is not given; we would assume the spring term begins in 4 months and
Explanation:
First we will require to use the compound interest formula.
It is not mentioned the compounding period in the question. However, many of the bank accounts today offer monthly compounding, and this will be used as the basis.
i=interest rate=7.62% p.a => 7.62/12=0.635% per month
FV=PV(1+i)^n
FV=future value = 2200
PV=present value, to be found
i=interest rate per compounding period (month)=0.00635
n=number of periods=4
2200=PV(1+0.00635)^4
PV=2200/(1.00635^4)
PV=$2144.99
In case interest is not compounded, we could apply the simple interest formula:
FV=PV(1+ni)
PV=2200/(1+4*0.00635)
PV=$2145.504
Answer:
Dressing well, being prepared, having a positive attitude, arriving early for work and asking good questions.
Explanation:
The result of this mistake on the order form is that Khan's Crickets should verify from Camille the actual order amount intended.
We may factor in the fact that the number of crickets will show the correct quantity that Camille requires, then Khan should supply only the quantity on the order form and request for a corrected or revised order form from Camille.
Thus, the result is that Khan's Crickets will still supply crickets with an invoice worth $1,000, not adhering to the mistaken total sum.
Related link for similar mistake on order form at brainly.com/question/17251413
Answer:
Answer= 9 years
Explanation:
Present value of annuity=Annuity[1-(1+interest rate)^-time period]/rate
14,963.72=2200[1-(1.06)^-n]0.06
14,963.72=36,666.67[1-(1.06)^-n]
1-(1.06)^-n=(14,963.72/36,666.67)
(1.06)^-n=1-(14,963.72/36,666.67)
(1/1.06)^n=0.591898545
Taking log on both sides;
n*log (1/1.06)=log 0.591898545
Hence n=log0.591898545/log (1/1.06)
=9 years.