(a) ₹ at p.a. in years.
Solution:-
Principal = P
Rate = R
Time = T
Given :
Principal, P = ₹ , Rate, r = Time, t = 3 years
For the first year, t = year
S.I. = (P × r × t)/
= .
= ₹
A = P + S.I.
=
= ₹
New principal is ₹ 8,400.
For the second year, t = year, p = ₹
S.I. = (P × r × t)/
=
= ₹
A = P + S.I.
=
= ₹
New principal is ₹ .
For the Third year, t = year, p = ₹
S.I. = (P × r × t)/
=
= ₹
A = P + S.I.
=
= ₹
C.I. = Interest in first year + interest in second year + interest in third year
= ₹
= ₹
Solution:-
P = ₹ , r = , t = years
For the first year, t = year
S.I. = (P × r × t)/
=
= ₹
A = P + S.I.
=
= ₹
New principal is ₹ .
For the second year, t = year, p = ₹
S.I. = (P × r × t)/
= =
= ₹
A = P + S.I.
=
= ₹
C.I. = Interest in first year + interest in second year
= ₹
= ₹