Percentage
- Raman’s salary is increased by 5% this year. If his present salary is ₹ 1,806, the last year’s salary was
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Using Rule 17,
Required Raman’s salary= 100 × 1806 100 + 5 = 100 × 1806 = ₹ 1720 105 Correct Option: A
Using Rule 17,
Required Raman’s salary= 100 × 1806 100 + 5 = 100 × 1806 = ₹ 1720 105
- In a town, the population was 8000. In one year, male population increased by 10% and female population increased by 8% but the total population increased by 9%. The number of males in the town was :
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By Alligation Rule
∴ Men : Women = 1 : 1
∴ Number of men= 1 × 8000 = 4000 2 Correct Option: A
By Alligation Rule
∴ Men : Women = 1 : 1
∴ Number of men= 1 × 8000 = 4000 2
- The population of a village was 9800. In a year, with the increase in population of males by 8% and that of females by 5%, the population of the village became 10458. What was the number of males in the village before increase ?
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Let the number of males = x
∴ Number of females= 9800 – x
According to the question,x × 108 + (9800 - x) × 105 = 10458 100 100
⇒ 108 x + 9800 × 105 – 105x = 1045800
⇒ 3x + 1029000 = 1045800
⇒ 3x = 1045800 – 1029000 = 16800⇒ x = 16800 = 5600 3 Correct Option: C
Let the number of males = x
∴ Number of females= 9800 – x
According to the question,x × 108 + (9800 - x) × 105 = 10458 100 100
⇒ 108 x + 9800 × 105 – 105x = 1045800
⇒ 3x + 1029000 = 1045800
⇒ 3x = 1045800 – 1029000 = 16800⇒ x = 16800 = 5600 3
- The population of a village has increased annually at the rate of 25%. If at the end of 3 years it is 10,000, the population in the beginning of the first year was
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Using Rule 17,
Population in the beginning of the year= Population after 3 years 1 + Rate Time 100 = 10000 1 + 25 3 100 = 10000 5 3 4 = 10000 × 64 = 5120 125 Correct Option: A
Using Rule 17,
Population in the beginning of the year= Population after 3 years 1 + Rate Time 100 = 10000 1 + 25 3 100 = 10000 5 3 4 = 10000 × 64 = 5120 125
- If population of women in a village is 90% of population of men, what is the population of men as a percentage of population of women ?
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If the number of men be 100, then
Number of women = 90
∴ Required per cent= 100 × 100 ≈ 111% 90 Correct Option: D
If the number of men be 100, then
Number of women = 90
∴ Required per cent= 100 × 100 ≈ 111% 90