Knowledge about Shares and Dividends. 4. 6. In financial markets, the stock is a unit of account for various investments. So, the number of shares purchased = 3072/16 = 192, And, the nominal value of 192 shares = Rs 10 x 192 = Rs 1,920. A man invested Rs45,000 in 15% Rs100shares quoted at Rs125. Here are some suggestions to get the maximum marks for your projects (hopefully 20 out of 20). Rs 50 shares of a company are quoted at a discount of 10%. this is a guide for tenth maths icse project it consist of shares and divident and 3d solids. 2. Shares and Dividends. A project on Shares and Dividends. 5. If the change in his income is Rs.540, Find the sum invested originally, Let’s assume the original sum invested to be Rs x, Then the number of Rs 100 shares purchased at premium of Rs 12 will be, The income per original share is 6% = Rs 6, So, the total income = (Number of shares) x (earning per share), Proceeds from the sale of original shares at Rs 96 per share, = (number of shares) x 96 = x/112 x 96 = 6x/7, Number of Rs 10 shares purchased at Rs 8 per share from the proceeds of original shares, = (Proceeds from sale of original shares)/8 = (6x/7)/8 = 3x/28, Income per new share of Rs 10 at 10% = 10/100 x 10 = Rs 1, Thus, the total income from the new shares = Number of shares x income per share, Income from old shares – Income from new shares = Rs 540, Therefore, the original sum invested is Rs 10,080. 2. Understanding ICSE Mathematics Class 10 ML Aggarwal Solved Solutions 2020 Get Latest Edition of ML Aggarwal Class 10 Solutions for ICSE Maths PDF Download 2019-2020 on 9. When the shares fell to Rs.96, he sold out all the shares bought and invested the proceed in 10%, ten-rupee shares at Rs.8. Ratio and Proportion. ICSE Class 10 Mathematics Practice Test ... Shares and Dividend. A person buys 120 shares at a nominal value of Rs 40 each, which he sells at Rs 42.50 each. (b) Use of formula A = P(1+ r/100)n. Finding CI from the relation CI=A–P. provides Selina Publishers Concise Mathematics Class 10 ICSE Solutions 2019-2020 PDF free download are solved step-by-step in order to improve student problem solving skills. Formula. So, the market value of 1 share = Rs 100 – Rs 9 = Rs 91, Then, the number of shares purchased = Investment/ market value of 1 share, Number of shares worth Rs 72,000 = 72,000/100 = 720, Now, Mrs. Kulkarni sells 720 shares at a premium of 10%, Then, the market value of 1 share = Rs 100 + Rs 10 = Rs 110, So, the selling price of 720 shares = 720 x Rs 110, The number of remaining shares = 1440 – 720 = 720, And, she sells 720 shares at a discount of 5%, Now, the market value of 1 share = Rs 100 – Rs 5 = Rs 95, The selling price of 730 shares = 720 x Rs 95 = Rs 68,400, Total selling price = Rs(79,200 + 68,400) = Rs 1,47,600, Thus, the total gain = Total selling price – Total investment. Get ICSE Solutions for Class 10 Mathematics Chapter 4 Shares and Dividends for ICSE Board Examinations on 6. 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What rate percent is the company paying? The Selina Solutions for the academic year 2020-21 will be updated soon. (iii) If he received only 4% of his investment, find the price he paid for each share. Then the nominal value of n shares = Rs (100n), So, the market value of 140 shares = 140 x 110 = Rs 15,400, Therefore the investment of the man should be Rs 15,400. Problems based on finding the profit or loss (percentage), dividend, number of shares, annual income are included in this chapter. Sample Q&A. 5. So, the market value of 1 share = Rs50 – 10% of Rs50, Then the profit on 1 share = 20% of Rs 45 = Rs 9. 7. Companies issue shares that are offered for sale to increase share … Thus, the income % = Income/ Investment x 100, Thus, income % = income/ investment x 100, Therefore, the first firm is paying better than second firm, (ii) Let money invested in each firm = Rs y, Total dividend = Rs 0.50 x y/13 = Rs y/26, Total dividend = Rs 0.60 x y/16 = Rs 3y/80, Given the difference of both dividend = Rs 30, Therefore, total money invested in both firm = Rs 31,200 x 2. If his incomes from these shares is Rs.5,600 calculate: (i) His investment in shares on the whole, (ii) The number of shares of first kind that he bought. ICSE Class 10 project work carries 20 marks and its easy to score good marks even with a well-to-go project. Students can now access the Concise Selina Solutions for Class 10 Maths Chapter 3 Shares and Dividends PDF from the links given below. Matrices. Find: (ii) his percentage income on his investment. Mathematics / Shares and Dividends. Dividend on each share = 10% of Rs 100 = Rs 10, Then, the dividend on x shares will be Rs 10x, Selling price of each share = Rs 100 = 20% of Rs 100 = Rs 80, And, the amount obtained on selling x shares = Rs 80x, Given that, the proceeds are invested in Rs 100 shares at Rs 60 of company B paying 20% dividend, So, the number of shares bought by the man = amount obtained/ Market value of each share, Dividend on each share = 20% of Rs 100 = Rs 20, So the total dividend received = Divided on each share x number of shares, Given, the increase in the income = Rs 18,000, Therefore, the number of shares sold by Gopal is Rs 1080, 7. A man buys 400, twenty-rupee shares at a discount of 20% and receives a return of 12% on his money. Quadratic Equations. When the market value of these shares rose to Rs140, he sold some shares, just enough to raise Rs8,400. Calculate: (ii) the rate of dividend paid by the company. A company, with 10,000 shares of Rs 100 each, declares an annual dividend of 5%. 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2020 icse maths project on shares and dividends pdf