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Question
A share is sold for the market value of ₹ 2000. A brokerage is paid at the rate of 0.5%. To find the amount received after the sale, fill in the boxes.
Market value = `square`
Brokerage rate = 0.5%
Amount received after the sale = `square` – `square` × `square/100`
= `square` – 10
= `square`
Hence, the amount received after the sale is `square`.
Solution
Market value = ₹ \[\boxed{2000}\]
Brokerage rate = 0.5%
Amount received after the sale = \[\boxed{2000} - \boxed{2000}\] × \[\frac{\boxed{0.5}}{100}\]
= \[\boxed{2000}\] – 10
= \[\boxed{1990}\]
Hence, the amount received after the sale is ₹ \[\boxed{1990}\].
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The price of one unit is ₹ 500. To find the numbers of units for the investment of ₹ 6,25,000, fill in the boxes.
Sum invested = `square`
Price of one unit = `square`
Number of units = `square/square`
= `square/square`
= `square` units.
Hence the number of units is `square`.