pranav bought a DVD for Rs. 4000 on credit. The rate of interest for the First year is 5% and of the second year is 15%.Howmuch will it cost him if he pays the amount after two years.
Answers
Answered by
98
GIVEN :-
» Cost of the DVD, = Rs 4000
» Rate of interest for 1st year, r1 = 5%
» Rate of interest for 2nd year, r2 = 15%
Here
=> P = Rs 4000,
=> r1 = 5 and
=> r2 = 15.
» If the rate of interest is r1% for the first year and r2 % for the second year, then
=> A = P×(1+r1 /100).(1+r2/100)
=> A = 4000×(1+5/100).(1+15/100)
=> A = 4000×1.05×1.15
=> A = 4830
__________[ANSWER]
» Thus, the amount to be paid by Pranav after two years is Rs 4830.
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_-_-_-_✌☆
☆✌_-_-_-_
» Cost of the DVD, = Rs 4000
» Rate of interest for 1st year, r1 = 5%
» Rate of interest for 2nd year, r2 = 15%
Here
=> P = Rs 4000,
=> r1 = 5 and
=> r2 = 15.
» If the rate of interest is r1% for the first year and r2 % for the second year, then
=> A = P×(1+r1 /100).(1+r2/100)
=> A = 4000×(1+5/100).(1+15/100)
=> A = 4000×1.05×1.15
=> A = 4830
__________[ANSWER]
» Thus, the amount to be paid by Pranav after two years is Rs 4830.
=====================================
_-_-_-_✌☆
Deepsbhargav:
theku ka to Mna kiya @rajput apne . to.. only xD
Answered by
57
Heya!
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Given that :
==========
Principal P => 4000 Rs
R1 = 5%
R2 = 15%
Amount at the end of 2 years =>

✔Hence the amount at the end of two years is Rs.4830
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--------
-----------------------------------------------------------------------------------------------------
Given that :
==========
Principal P => 4000 Rs
R1 = 5%
R2 = 15%
Amount at the end of 2 years =>
✔Hence the amount at the end of two years is Rs.4830
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