Category: Percentages

Here’s and example of a SMART MATH problem for PERCENTAGES.

Problem

Two dozen shuttle cocks and four Badminton rackets are to be purchased for a club. The shuttle cocks are priced at 35 cents each and rackets are at $2.75 each. The playground receives a discount of 30% on these prices. What is the total cost of the equipment?

1. $7.29
2. $11.43
3. $13.58
4. $18.60
5. $19.40

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Here’s and example of a SMART MATH problem for PERCENTAGES.

Problem

A circle graph of a budget shows expenditure of 26.2% for housing, 28.4% for food, 12% for clothing, 12.7% for taxes and the balance for miscellaneous items. What is the percentage share of miscellaneous items?

1. 79.3%
2. 70.3%
3. 68.5%
4. 29.7%
5. 20.7%

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Here’s and example of a SMART MATH problem for PERCENTAGES.

Problem

A person sells a TV set at 20% loss. Had he sold it for $100 more, his loss would have been reduced by 10%. How much did he buy the TV for?

1. $1000
2. $2000
3. $4000
4. $5000
5. $8000

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Here’s and example of a SMART MATH problem for PERCENTAGES.

Problem

If A gets 25% more than B and B gets 20% more than C, how much does C get out of $740?

1. $200
2. $240
3. $300
4. $325
5. $350

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Here’s and example of a SMART MATH problem for PERCENTAGES.

Problem

A reduction of 20% in the price of cotton enables a purchaser to get 4 lbs more for $80. What is the original price of 1 lb of cotton?

1. $4.00
2. $4.50
3. $5.00
4. $5.50
5. $6.00

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Here’s and example of a SMART MATH problem for PERCENTAGES.

Problem

A person sold his watch for $75 and got a percentage profit numerically equal to the cost price. What is the cost of the watch?

1. $37.50
2. $50
3. $55
4. $60
5. None of these.

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Here’s and example of a SMART MATH problem for PERCENTAGES.

Problem

Some goods together cost $35849.50. $latex \frac{3}{4}$^th of them are sold at a profit of 30%. At what profit / loss should the remaining be sold to realize 20% gain on the whole?

1. 15% loss
2. 10% loss
3. 5% loss
4. 10% gain
5. 15% gain

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Here’s and example of a SMART MATH problem for PERCENTAGES.

Problem

The cost of a pen is $50. What should be its marked price if a profit of 10% is to be made even after giving a discount of 12%?

1. $64.50
2. $62.50
3. $60.50
4. $65.50
5. $63.50

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Here’s and example of a SMART MATH problem for PERCENTAGES.

Problem

Out of 50 shirts costing the same 60% are sold at a profit of 10% and the remaining at a profit of 20%. If the total gain is $1400, what is the cost of each shirt?

1. $300
2. $275
3. $350
4. $250
5. $200

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Here’s and example of a SMART MATH problem for PERCENTAGES.

Problem

A crystal glass vendor buys 6 dozen glasses at 3 per $100. Half a dozen glasses break during transportation. At what rate must he sell each glass to still make a profit of 10%?

(Note: 1 dozen = 12 units)

1. $37
2. $35
3. $40
4. $42
5. $33

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