Let the required period of time be x years.
Then
500 x 4 x 6.25/100 = 400 x 5/100 × x
=> 20 x 6.25 = 20 × x
=> X = 6.25 = 625/100 = 25/4 = 6 ¼ years
Let the loan taken be Rs. X , then
X × 6/100 × 1 + X × 6.5/100 × 1 + X × 7/100 × 1 + X × 7.5/100 × 1 = 3375
=> (6+ 6.5 +7 +7.5) × X/100 = 3375
=> X = (3375 × 100/27) = 12500
Let the required time be x years.
Then
800 + 800 x 12/100 × x = 910 + 910 x 10/100 × x
=> (96x -91 x) = 110
=> 5x =110
=> x =22
S.I on Rs. 600 for 4 Years = Rs (7200 - 600) = Rs 1200
Therefore Rate = (120000/24000) % p.a = 5 % p.a
New Rate = (5 x 3/2) % = 15/2 % p.a
Required Amount = [6000 + (6000 x 5/100 x 15/2)]
= Rs(6000 + 2250) = Rs 8250
840 = P [1 + (10*3)/100]
P = 646
P = (P*30*R)/100
R = 3 1/3%
3 --- 1725
5 --- 1875
--------------
2 --- 150
N = 1
I = 75 R = ?
P = 1725 - 225 = 1500
75 = (1500*1*R)/100
R = 5%
P --- 10 ---- 600
P --- 5 ----- 300
3P --- 5 ----- 900
------
=> 1200
P = (P*3*R)/100
R = 33 1/3%
9 = (1*40*R)/100
R
= 22 1/2 %