R K Bansal Solutions for Exercise 1: EXERCISE

Divide $₹50,760$ into two parts such that if one part is invested in $8 \%₹100$ shares at $8\%$ discount and the other in $9\%$$₹100$ shares at $8\%$ premium, the annual incomes from both the investments are equal.

Mr. Shameem invested $33\frac{1}{3}\%$ of his savings in $20\% ₹50$ shares quoted at $₹60$ and the remainder of the savings in $10\% ₹100$ shares quoted at $₹110.$If his total income from these investments is $₹ 9,200;$ find: His total savings.

Mr. Shameem invested $33\frac{1}{3}\%$ of his savings in $20\% ₹50$ shares quoted at $₹60$ and the remainder of the savings in $10\% ₹100$ shares quoted at $₹110.$If his total income from these investments is $₹ 9,200;$ find: The number of $₹50$ shares.

Mr. Shameem invested $33\frac{1}{3}\%$ of his savings in $20\% ₹50$ shares quoted at $₹60$ and the remainder of the savings in $10\% ₹100$ shares quoted at $₹110.$If his total income from these investments is $₹ 9,200;$ find: The number of $₹100$ shares.

Vivek invests $₹4,500$ in $8\%,₹10$ shares at $₹15$ If the shares when the price rises to $₹30,$ and invests the proceeds in $12\%$$₹100$ shares at $₹125 .$ Calculate the sale proceeds.

Vivek invests $₹4,500$ in $8\%,₹10$ shares at $₹15$, he sells the shares when the price rises to $₹30,$ and invests the proceeds in $12\%$$₹100$ shares at $₹125 .$ Calculate the number of $₹125$ shares he buys.

Vivek invests $₹4,500$ in $8\%,₹10$ shares at $₹72$ If the shares when the price rises to $₹30,$ and invests the proceeds in $12\%$ $₹100$ shares at $₹125$. Calculate: The change in his annual income from the dividend.

Mr. Parekh invested $₹52,000$ on$₹100$ shares at a discount of $₹20$  paying $8\%$ dividend. At the end of one year he sells the shares at a premium of $₹20.$ Find: The annual dividend.