On July 7, University Bank lent $560,000 to Jazz Music Shop on a 60 day, 7% note. What is the maturity value of the note? (U
1 answer:
Answer: The maturity value of the note is $5,66,533.
We can arrive at the answer with the steps below:
The formula we use to calculate Maturity Value is:
In this question,
Principal = $560,000
Interest = 7% per year
Time period = 60 days.
Number of days in a year = 360 days (given in the question).
Substituting the value of the time period calculated above in the Maturity Value formula we have:
Maturity Value = $560,000 × (1+(0.07×60/360))
Maturity Value = $560,000 × (1+(0.07×1/6))
Maturity Value = $560,000 × 1.011666667
Maturity Value = $566533.3333
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CPI = (current year price × base year quantity) / (base year price × Base year quantity)
CPI for bread in current year = [($1.50 × 2,000) / ($1 × 2,000)] x 100 = 150
CPI for laptops in current year = [($1,500 × 100) / ($2,000 × 100)] x 100 = 75
CPI for movies in current year = [($7 × 50) / ($5 × 50)] x 100 = 140
CPI for current year = (CPI for bread x weight of bread) + (CPI of laptops x weight of laptops) + (CPI of movies x weight of movies) = (150 x $2,250/$227,530) + (75 x$225,000/$227,530) + (140 x $280/$227,530) = 1.48 + 74.17 + 0.17 =75.82
