Let capital be Rs. x.
Then
(x/3 × 7/100 × 1) + (x/4 × 8/100 × 1) + {x “ (x/3 + x/4)} × 10/100 × 1 = 561
=> 7x/300 + x/50 + 5x/120 = 561
=> 14x + 12x + 25x = 336600
=> 51x = 336600
=> x = 6600
Let the sum be Rs. x .
Then S.I = Rs (3x - x ) = Rs 2x
Therefore x × 12/100 × 10 = 2x
=> R = 20% p.a
Let the sum be Rs. x .
Then S.I = Rs (3x - x) = Rs 2x
x × 10/100 × t = 2x
=> t = 20 Years
Let the principal be Rs x.
Then
(x × 25/2 × 1/100 × 1) “ (x × 10/100 × 1) = 1250
=> x/8 “ x/10 = 1250
=> 5x - 4x = 50000
=> X = 50000
Hence the principal is Rs 50000