Maharashtra Board Class 10 Math Part – 1 Solution Chapter 4 Practice Set 4.3 – Financial Planning
Balbharati Maharashtra Board Class 10 Math Part – 1 Solution Chapter 4: Financial Planning. Marathi or English Medium Students of Class 10 get here Financial Planning full Exercise Solution.
| Std | Maharashtra Class 10 |
| Subject | Math Part 1 Solution |
| Chapter | Financial Planning |
| Practice Set | 4.3 |
Practice Set 4.3
(1) Complete the following table by writing suitable numbers and words.
| Sr.No | FV | Share is at | MV |
| (1) | ₹100 | Par | … |
| (2) | … | Premium ₹500 | ₹575 |
| (3) | ₹10 | … | ₹5 |
Solution:
| Sr.No | FV | Share is at | MV |
| (1) | ₹100 | Par | 100 |
| (2) | 575-500 =75 | Premium ₹500 | ₹575 |
| (3) | ₹10 | At discount 5 | ₹5 |
(2) Mr.Amol purchased 50 shares of Face Value ₹100 when the Market value of the share was ₹80. Company had given 20% dividend. Find the rate of return on investment.
Solution:
Given, Shares purchased = 50
FV = ₹100 divided = 20%
MV = ₹80
∴ Dividend per share = 20/100 × 100 = ₹20
∴ Total dividend = 20×50
= ₹1000
Sum invested = total shares × MV
= 50 × 80
= ₹4000
∴ Return % = 1000/4000 × 100 = 25%
(3) Joseph purchased following shares, Find his total investment.
Company A: 200 shares, FV = ₹2, Premium = ₹18.
Company B: 45 shares, MV = ₹500
Company C: 1 share, MV = ₹10,540.
Solution:
Company A:
Total shares = 200
FV = ₹ 2 premium = ₹18
∴ MV = 18+2 = ₹20
Total sum invested for A = 200×MV
= 200 × 20
= ₹4000
Company B:
Total shares = 45
MV = ₹500
∴ Total num invested for B = 45×500
= ₹22500
Company C:
Total shares = 1
MV = ₹10540
∴ Total sum invested for c = 1×10540
= ₹10540
∴ Total sum invested by Joseph
= 4000 + 22500 + 10540
= ₹37040
(4) Smt. Deshpande purchased shares of FV ₹5 at a premium of ₹20. How many shares will she get for ₹20,000?
Solution:
Given, FV = ₹5
Total premium = ₹20
∴ MV = 5+20 = ₹25
∴ Total shares for ₹2000 = 20000/25
= 800
(5) Shri Shantilal has purchased 150 shares of FV ₹100, for MV of ₹120. Company has paid dividend at 7%. Find the rate of return on his investment.
Solution:
Total shares = 150
FV = ₹100 dividend % = 7%
MV = ₹120
∴ Dividend per share = 7/100 × 100 = 7
∴ Total dividend = 7×150
= ₹1050
Total sum invested = 150×MV
= 150×120
= ₹18000
∴ Rate of return = dividend/sum × 100
= 1050/18000 × 100
= 5.83%
(6) If the face value of both the shares is same, then which investment out of the following is more profitable?
Company A: dividend 16%, MV = ₹80, Company B: dividend 20%, MV = ₹120
Solution:
FV for both shares same,
Company A:
Let, for = ₹100
dividend % = 16%
MV = ₹8
For 1 share
Dividend = 16/100×100
= ₹16
Total sum = 1×80
= 80
∴ Company B:
Let, FV = ₹100
Dividend = 20%
MV = ₹120
∴ for 1 share
Dividend = 20/100 × 100 = ₹20
Total sum = 1×120
= ₹120
∴ Rate of return = 20/120 × 100 = 16.6%
Since rate of return is company A is more
∴ Company A is more profitable.
Here is your solution of Maharashtra Board Class 10 Math Part – 1 Chapter 4 Financial Planning Practice Set 4.3
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