Smita invested ₹ 12,000 to purchase shares of FV 10 at a premium of 2. Find the number of shares she purchased. Complete the given activity to get the answer:
FV = ₹ 10, premium = ₹ 2
FV = ₹ 10, premium = ₹ 2
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Question types
01
Complete the following activities and rewrite it : (2M)
4 Q→022 Marks Questions
1 Q→033 Marks Question
1 Q→041 Marks Question
1 Q→Sample Questions
Financial Planning questions
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Shri Shantilal purchased 150 shares of FV ₹ 100, for MV ₹ 120. Company paid dividend 7% Complete the following activity to find the rate of return on his investment.
FV =\%100; Number of shares =? 150 ; MV = mathbb * 120
FV =\%100; Number of shares =? 150 ; MV = mathbb * 120
Dinesh Chemicals paid ₹ 1,80,000 GST for purchase of some chemicals and collected ₹ 2,50,000 GST at the time of sale. Complete the following activity to find the amount of GST payable by Dinesh Chemicals:
Pushpmala has invested ₹ 24,000 and purchased share of FV ₹ 20 at a premium of ₹ 4. Complete the following activity to find the number of shares she purchased.
Activity :
FV = ₹ 20
Premium = ₹ 4
MV = FV + ⬜
= 20 + ⬜
= ₹ 24
$\text { Number of shares } = \frac{\text { Total investmen }}{ MV } $
$=\frac{24,000}{\square}$
= ⬜ shares.
View full solution →Activity :
FV = ₹ 20
Premium = ₹ 4
MV = FV + ⬜
= 20 + ⬜
= ₹ 24
$\text { Number of shares } = \frac{\text { Total investmen }}{ MV } $
$=\frac{24,000}{\square}$
= ⬜ shares.
A share is sold for the market value of ₹ 2,000. Brokerage is paid at the rate of 0.5%. What is the amount received after the sale?
Shri Maniklal has purchased 300 shares of F.V. ₹ 100, for M.V. ₹ 120. Company has paid dividend at 7%. Complete the following activity to find the rate of return on his investment.
Activity :
F.V. = ₹ 100
Number of shares = 300
Market value = ₹ 120
(a) Sum invested = M.V. × No. of shares
$\therefore$ = ⬜ x ⬜
= ₹ 36,000
(b) Dividend per share $=$ F.V. × rate of dividend
= ⬜ x $\frac{⬜}{100} $
= ₹ 7
$\therefore \quad$ Total dividend received $=300 \times 7$
= ₹ ⬜
(c) Rate of return $=\frac{\text { Dividend income }}{\text { Sum invested }} \times 100$
$=\frac{2,100}{36,000} \times 100 $
= ⬜ %
View full solution →Activity :
F.V. = ₹ 100
Number of shares = 300
Market value = ₹ 120
(a) Sum invested = M.V. × No. of shares
$\therefore$ = ⬜ x ⬜
= ₹ 36,000
(b) Dividend per share $=$ F.V. × rate of dividend
= ⬜ x $\frac{⬜}{100} $
= ₹ 7
$\therefore \quad$ Total dividend received $=300 \times 7$
= ₹ ⬜
(c) Rate of return $=\frac{\text { Dividend income }}{\text { Sum invested }} \times 100$
$=\frac{2,100}{36,000} \times 100 $
= ⬜ %
How many alpha numerals are there in the format of GSTIN?
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