profit P , time t, number of years cycle n annual interest rate r,
Cycle capital C= P(1+r/n)n×t
Cycle interest = cyrcle capital -inteduction amount= C-P
Cyrcle formula : P(1+r)n-p
Profit p , time n a=r number r .
Cyrcle C =p(1+r)n-p
So cyrcle interest= C- p = (1+r)n-p
Now we will be checking example. So easy
Cycle capital C= P(1+r/n)n×t
Cycle interest = cyrcle capital -inteduction amount= C-P
Cyrcle formula : P(1+r)n-p
Profit p , time n a=r number r .
Cyrcle C =p(1+r)n-p
So cyrcle interest= C- p = (1+r)n-p
Now we will be checking example. So easy
and free. Okey we known all details.
Cyrcle formula
P (1+rate /100) year.
1/ annual 10% interest so solve this 8000 taka cycle interest ?
Example
First year cycle = capita+ interest
=(8000+8000×10/100) = 8800 taka
Second year cyrcle = cyrcle+ interest
=(8800+8800×10/100)= 9680 taka
Third year cyrcle = cyrcle+interest
=(9680+9680×10/100)= 20648 taka.
2/ you have deposited post 10% and deposited amount 15000 so return interest how many interest after 3 years?
Example : p, = 15000 taka . Time t,= 3 years. year of cycle number n= 1
Annual interest rate r = cyrcle C=?
C=P (1+r/n)n×t
=15000(1+10/100×1)1×3 taka.
=15000×(1.1) 3 taka = 19965 taka.
Cycle interest=C-P = (19965-15000) =4965 taka.
Thanks everybody
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