Gaining Ratio Questions

Ram, Mohan and Roy are partners in the ratio of $8:6:4$. Ram retires, and Mohan and Roy decided to share profits in the ratio of $10:6$. Calculate the gaining ratio.

Anand, Bahadur, and Chander are partners sharing profits equally ($\frac{1}{3}$ each). On Chander's retirement, his entire share is acquired by Anand alone. The gaining percentage of Anand will be:

Amit, Dinesh, and Gagan are partners sharing profits in the ratio of $5:3:2$. Dinesh retires. Amit and Gagan decide to share the profits of the new firm in the ratio of $3:2$. The gaining ratio between Amit and Gagan will be:

Deepali, Nimisha and Sonam were partners in a firm sharing profits in the ratio of $5:3:2$. Nimisha retired and the new profit sharing ratio between Deepali and Sonam was $2:3$. On Nimisha's retirement, the goodwill of the firm was valued at Rs. $1,20,000$. From the above information, calculate share of Deepali's sacrifice or gain:

Deepali, Nimisha and Sonam were partners in a firm sharing profits in the ratio of $5:3:2$. Nimisha retired and the new profit sharing ratio between Deepali and Sonam was $2:3$. On Nimisha's retirement, the goodwill of the firm was valued at Rs. $1,20,000$. From the information provided in the case study, calculate Sonam's sacrifice or gain:

Keshav, Nirmal and Pankaj are partners sharing profits and losses in the ratio of $4:3:2$. Nirmal retires and the goodwill is valued at $\text{Rs. }72,000$. Keshav and Pankaj decided to share future profits and losses in the ratio of $5:3$. Gaining Ratio of Keshav and Pankaj is:

Kumar, Lakshya, Manoj, and Naresh are partners sharing profits in the ratio of $3:2:1:4$. Kumar retires and his share is acquired by Lakshya and Manoj in the ratio of $3:2$. The gaining ratio of the remaining partners (Lakshya, Manoj, and Naresh) is:

Rana, Sana and Kamana are partners, sharing profits in the ratio 4:3:2. Rana retires; Sana and Kamana decided to share profits in the future in the ratio of 5:3. The Gaining Ratio of Sana and Kamana will be

R, S and K are partners sharing profits in the ratio $8:6:4$. On the retirement of R, the new profit sharing ratio between S and K was decided to be $5:3$. The Gaining ratio is:

Sindhu, Neha, and Priya are partners sharing profits in the ratio of $5:3:2$. If Neha retires from the firm, calculate the new profit-sharing ratio and the gaining ratio between Sindhu and Priya, assuming no other modifications are specified.

R, S, and K are partners sharing profits in the ratio of $4:3:2$. R retires, and S and K decide to share future profits in the ratio of $5:3$. Calculate their gaining ratio.

Murli, Naveen and Omprakash are partners sharing profits in the ratio of $\frac{3}{8}$, $\frac{1}{2}$ and $\frac{1}{8}$. Murli retires and surrenders $\frac{2}{3}\text{rd}$ of his share in favour of Naveen and the remaining share in favour of Omprakash. The gaining ratio of the remaining partners is:

Ranjana, Sadhna and Kamana are partners, sharing profits in the ratio $4:3:2$. Ranjana retires; Sadhna and Kamana decide to share profits in the future at the ratio of $5:3$. Calculate the Gaining Ratio:

Keshav, Nirmal and Pankaj are partners sharing profits and losses in the ratio of $4:3:2$. Nirmal retires and the goodwill is valued at Rs. 72,000. Keshav and Pankaj decided to share future profits and losses in the ratio of $5:3$. Gaining Ratio of Keshav and Pankaj is:

At the time of retirement of a partner, the difference between the Old Profit Sharing Ratio and the New Profit Sharing Ratio $(\text{Old Ratio}-\text{New Ratio})$ yields a negative outcome for a remaining partner. It indicates that the: