X = 100 * P * (Y) / 100 T + { RT ( T -- 1 ) /2}
Meanings of the variables
X = Annual equal installment
P = Debt
T = Time
R = Interest Rate
Y = 1 for yearly installment
Y = 2 for half yearly installment
BY putting the values
X = 100*1450/100*5+{8*5*4/2}
X = 145000/500+80
X= 250
Logic :
After 1st year installment will b = installment + interest of 4 years = 250+250*8*4/100 = 250+80=330.
After 2nd year installment will b = installment + interest of 3 years = 250+250*8*3/100 = 250+60=310.
After 3 year installment will b = installment + interest of 2 years = 250+250*8*2/100 = 250+40=290.
After 4 year installment will b = installment + interest of 1 years = 250+250*8*1/100 = 250+20=270.
After 5 year installment b = 250
By adding these installment = 330+310+290+270+250 = 1450.
Equal the interest rate on the note times the carrying amount of the note at the beginning of the period.
If the interest is simple exact interest, the answer is 17.7/365 = 0.0485 daily percent interest, to the justified number of significant digits.
1.5% monthly
That's what I want to know
The answer is 3825. Hope it helps :)
345
2.25
62
75
2.25
500 principal, 10 percent annual rate => 50 annual interest 2 year => 100 total interest.
1.5% monthly
17% of 20,000 = 3,4007.5% of 1,200 = 903,400 + 90 = $3,490
0.67 percent
200
The 5% interest rate of 1194 is 59.7
1.75%