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Class 12 · Accountancy · Hard

A and B share profits in the ratio 8:3. C is admitted for a \(\frac{2}{11}\) share of the profits. The remaining profits will be shared by A and B in the ratio 5:4. What will be A's new share of profit?

Class 12 · Accountancy · Hard

A and B share profits in the ratio 7:5. C is admitted for a /6 share of the profits. This share is sacrificed by A and B in the ratio 4:1, respectively. What will be B’s new share of profit?

Class 12 · Accountancy · Hard

A and B share profits in the ratio 13:7. C is admitted as a new partner for a 1/4 share of the profits. A and B sacrifice C’s share equally. What will be the new profit-sharing ratio?

Class 12 · Accountancy · Hard

A, B and C share profits in the ratio 3:5:2. A new partner, D, is admitted for a 1/10 share of profit, which is contributed entirely by B. What will be the new mutual profit-sharing ratio of the old partners?

Class 12 · Accountancy · Hard

Kajal and Payal share profits in the ratio \(4:7\). Riya is admitted as a partner for a \(1/11\) share of the total profits. Kajal and Payal sacrifice Riya’s share in the ratio \(1:2\). What will be Payal’s new profit-sharing share?

Class 12 · Accountancy · Hard

A and B share profits in the ratio 5:4. C receives a 1/3 share. A gives 1/5 of his old share to C, and the balance of C’s share is taken from B. What will be the new ratio?

Class 12 · Accountancy · Hard

Choose the correct correction. Mohan and Sohan share profits in the ratio 5:7. Rohan is admitted for a 1/4 share, and the balance is shared in the ratio 4:5. What is Sohan’s sacrifice?

Class 12 · Accountancy · Hard

Mohan and Sohan share profits in the ratio 5:7. Rohan is admitted for a 1/4 share, and Mohan and Sohan share the balance in the ratio 4:5. What is Sohan’s sacrifice?

Class 12 · Accountancy · Hard

A and B share profits in the ratio 9:1. C receives a 1/5 share, and A and B sacrifice equally. What will be B’s new share?

Class 12 · Accountancy · Hard

A and B share profits in the ratio 3:5. The new partner C is given 1/8 of the profits, and B’s new share is 1/2. What is A’s sacrifice?

Class 12 · Accountancy · Hard

A and B share profits in the ratio frac{2}{5}:frac{3}{5}. C is admitted for frac{1}{5} of the profits. If A's new profit share is frac{1}{3}, what is B's sacrifice?

Class 12 · Accountancy · Hard

A and B share profits in the ratio 5:3. C is admitted for a 1/8 share of profits, which is sacrificed equally by A and B. What will be the new profit-sharing ratio?

Class 12 · Accountancy · Hard

A, B and C share profits in the ratio 4:4:2. D is admitted as a new partner for a c(cfrac{1}{10}c) share of profits. D’s share is taken equally from A and C only. What will be the new profit-sharing ratio?

Class 12 · Accountancy · Hard

A and B share profits in the ratio 13:7. C is admitted for a \(1/4\) share of the firm's profits. If A and B sacrifice in the ratio 3:2, what will be the new profit-sharing ratio?

Class 12 · Accountancy · Hard

A and B share profits in the ratio \\(13:7\\). C is admitted into the partnership for a \\(1/4\\) share of the profits. A and B sacrifice this share in the ratio \\(3:2\\). What will be B’s new share of profit?

Class 12 · Accountancy · Hard

A and B share profits in the ratio 7:2. C is admitted for a 1/9 share, which is taken entirely from A’s share. What will be the new mutual profit-sharing ratio of A and B?

Class 12 · Accountancy · Hard

A and B share profits in the ratio of 5:1. C is admitted for a 1/3 share, and A and B share the remaining profit in the ratio of 2:1. Which old partner gains?

Class 12 · Accountancy · Hard

A and B share profits in the ratio 5:1. C is admitted for a 1/3 share of the profits. The remaining profits will be shared by A and B in the ratio 2:1. What will be the new profit-sharing ratio?

Class 12 · Accountancy · Hard

A and B share profits in the old ratio of 4:5. C is admitted for a 1/3 share of profits, and the new profit-sharing ratio of A and B becomes 1:1. What is A’s sacrificing ratio?

Class 12 · Accountancy · Hard

A and B share profits in the ratio \(3:1\). C is admitted as a partner for a \(\frac{1}{4}\) share of profits. If A’s sacrifice is \(\frac{1}{8}\), what will be B’s sacrifice?