Total spent by Government in 2014 = 5940 lakh crores
Percentage spending of different fields in 2014
Total spent by Government in 2015 = 6720 lakh crores
Percentage spending of different fields in 2015
1. What is the difference between total spending on Agriculture, Indira was and sports in 2015 and total spending on Railway, Education, and Highway in 2014?
Answer:Option D
Explanation:
Spending on Agri. in 2015 = \(\frac{6720 × 20}{100}\) = 1344
Spending on Indira awas in 2015 = \(\frac{6720 × 14}{100}\) = 940.8
Spending on Sports in 2015 = \(\frac{6720 × 10}{100}\) = 672
Total spending on Agriculture, Indira awas and sports in 2015 = 1344 + 940.8 + 672 = 2956.8 lakh crores
Spending on railway in 2014 = \(\frac{5940 × 15}{100}\) = 891
Spending on Education in 2014 = \(\frac{5940 × 22}{100}\) = 1306.8
Spending on Highway in 2014 = \(\frac{5940 × 10}{100}\) = 594
Total spending on Railway, Education and Highway in 2014 = 891 + 1306.8 + 594 = 2791.8 lakh crores
Hence, required difference = 2956.8 – 2791.8 = 165 lakh crores
2. What is the ratio of difference between Education field and Railway field in 2014 to difference between Highway and Indira awas in 2015?
Answer:Option B
Explanation:
Spending on Education in 2014 = \(\frac{5940 × 22}{100}\) = 1306.8
Spending on Railway in 2014 = \(\frac{5940 × 15}{100}\) = 891
Difference = 1306.8 – 891 = 415.8
Spending on Highway in 2015 = \(\frac{6720 × 15}{100}\) = 1008
Spending on Indra awas in 2015 = \(\frac{6720 × 14}{100}\) = 940.8
Difference = 1008 – 940.8 = 67.2 lakh crores
Hence, required ratio = \(\frac{415.8}{67.2}\) = 99 : 16
3. What is the percentage of spending in Indira was and Others together in both years to the percentage of spending in Education and Highway together in both years?
Answer:Option C
Explanation:
Spent in Indira awas in 2014 = \(\frac{5940 × 15}{100}\) = 891
Spent in Indira awas in 2015 = \(\frac{6720 × 14}{100}\) = 940.8
Spent in Others in 2014 = \(\frac{5940 × 10}{100}\) = 594
Spent in others in 2015 = \(\frac{6720 × 10}{100}\) = 672
Total amount spent in Indira awas and others together in both years = 891 + 940.8 + 594 + 672 = 3097.8 lakh crores
Spent in Education in 2014 = \(\frac{5940 × 22}{100}\) = 1306.8 lakh crores
Spent in Education in 2015 = \(\frac{6720 × 16}{100}\) = 1075.2 lakh crores
Spent in Highway in 2014 = \(\frac{5940 × 10}{100}\) = 594 lakh crores
Spent in Highway in 2015 = \(\frac{6720 × 15}{100}\) = 1008
Total amount spent in Education and Highway together in both years = 1306.8 + 1075.2 + 594 + 1008 = 3984 lakh crores
Hence, required percentage = 3097.8 × 100 = 77.75%
3984
4. What is the ratio of spending in the education field and Railway field together in 2014 to spending in Highway and Agriculture together in 2015?
Answer:Option A
Explanation:
Spent in Education in 2014 = \(\frac{5940 × 22}{100}\) = 1306.8
Spent in Railway in 2014 = \(\frac{5940 × 15}{100}\) = 891
Total spent in Education and Railway together in 2014 = 1306.8 + 891 = 2197.8 lakh crores
Spent in Highway in 2015 = \(\frac{6720 × 15}{100}\) = 1008
Spent in Agriculture in 2015 = \(\frac{6720 × 20}{100}\) = 1344
Total spent in Highway and Agriculture together in 2015 = 1008 + 1344 = 2352 lakh crores
Hence, required ratio = \(\frac{2197.8}{2352}\) = 3663 : 3920
5. In which field Percentage of spending had increases maximum from 2014 to 2015?
Answer:Option C
Explanation:
Spent on Railway in 2014 = \(\frac{5940 × 15}{100}\) = 891
Spent on Railway in 2015 = \(\frac{6720 × 15}{100}\) = 1008
Percentage increase = \(\frac{1008 – 891}{100}\) = 13.13%
Spent on Education in 2014 = \(\frac{5940 × 22}{100}\) = 1306.8
Spent on Education in 2015 = \(\frac{6720 × 16}{100}\) = 1075.2
Percentage decrease = \(\frac{1306.8 – 1075.2}{1306.8}\) = 17.72%
Spent on Highway in 2014 = \(\frac{5940 × 10}{100}\) = 594
Spent on Highway in 2015 = \(\frac{6720 × 15}{100}\) = 1008
Percentage increase = \(\frac{1008 – 594}{594}\) = 69.7%
Spent on Agriculture in 2014 = \(\frac{5940 × 18}{100}\) = 1069.20
Spent on Agriculture in 2015 = \(\frac{6720 × 10}{100}\) = 1344
Percentage increase = \(\frac{1344 – 1069.2}{1069.2}\) = 25.7%
Spent on Indira awas in 2014 = \(\frac{5940 × 15}{100}\) = 891
Spent on Indira awas in 2015 = \(\frac{6720 × 14}{100}\) = 940.8
Percentage increase = \(\frac{940.8 – 891}{891}\) = 5.58%
Spent on Sports in 2014 = \(\frac{5940 × 10}{100}\) = 594
Spent on Sports in 2015 =\(\frac{ 6720 × 10}{100}\) = 672
Percentage increase = \(\frac{672 – 594}{594}\) = 13.13%
Spent on Others in 2014 = \(\frac{5940 × 10}{100}\) = 594
Spent on Others in 2015 = \(\frac{6720 × 10}{100}\) = 672
Percentage increase = \(\frac{672 – 594}{594}\) = 13.13%
Hence, the maximum percentage increase in Highway field from 2014 to 2015
Month | Store | ||||
---|---|---|---|---|---|
A | B | C | D | E | |
May | 128 | 79 | 154 | 84 | 74 |
June | 154 | 111 | 87 | 113 | 89 |
July | 181 | 132 | 113 | 96 | 121 |
August | 158 | 145 | 241 | 138 | 164 |
September | 135 | 118 | 129 | 99 | 165 |
1. The number of pendants sold by Store D increased by what per cent from May to August?
Answer:Option C
Explanation:
No. of pendants sold by Store D in May = 84
No. of pendants sold by Store D in August = 138
Reqd % Increase
= \(\frac{138 – 84}{84}\) × 100
= \(\frac{5400}{84}\)
= 64 \(\frac{2}{7}\) %
2. Out of the total number of pendants sold by Store E in July, August and September together, 32% were made of silver. What was the total number silver pendants sold by Store E in July, August and September together?
Answer:Option B
Explanation:
Total no. of pendants sold by Store E in July, August and September together = 121 + 164 + 165 = 450
Given, 32% of pendants were made of Silver.
∴ Total no. of Silver pendants = 32% of 450
= \(\frac{32 × 450}{100}\) = 144
3. What is the average number of pendants sold by Store A, D and E in June? (Approximate)
Answer:Option B
Explanation:
Reqd avg
= \(\frac{154 + 113 + 89}{3}\)
= \(\frac{356}{3}\) = 118.66 ≈ 118
4. What is the ratio of the total number pendants sold by Store A and C in July to the total number of pendants sold by the same stores in August?
Answer:Option D
Explanation:
Total no. pendants sold by Store A and C in July
= 181 + 113 = 294
Total no. pendants sold by Store A and C in August
= 158 + 241 = 399
Reqd ratio = \(\frac{294}{399}\)
= \(\frac{98}{133}\) = 14 : 19
5. What is the difference between the total number pendants sold by Store B in May and September together and the total number of pendants sold by Store C in the same months together?
Answer:Option D
Explanation:
Total no. of pedants sold by Store B in May and September together
= 79 + 118 = 197
Total no. of pendants sold by Store C in May and September
= 154 + 129 = 283
Reqd difference = 283 – 197 = 86
Sales (in lakh number of packs) of five different products of pharmaceutical company during 2005 and 2010
Answer:Option C
Explanation:
Sales of D-Cold Total in 2010 = 48.17 lakh
And sales of IBUC-Forte in 2010 = 37.76 lakh
∴ Required percentage
= \(\frac{(48.17 – 37.76)}{37.76}\) × 100%
= 27.57% ≈ 28%
2. During the period 2005-2010, then the minimum rate of increasing sales in the case of
Answer:Option A
Explanation:
By just visual observation, we can see that the sale of Combiflam is getting increase by 4 (in approximation) with base of 8 (in approximation)
Therefore, % increase in sales of Combiflam
= \(\frac{4}{8}\) × 100% = 50%
Note: Sales of all the other products, on the other hand, show a percentage increase which is quite far from 50%.
3. What is the approximate ratio of the sales of IBUC-Forte in 2010 to the sale of Saridon in 2005?
Answer:Option B
Explanation:
Reqd ratio
= Sales of IBUC-Forte in 2010
Sales of Saridon in 2005
= \(\frac{37.76}{14.97}\) = 5 : 2
4. The sales have increased by nearly 55% from 2005 to 2010 in the case of
Answer:Option A
Explanation:
By just visual observation, we can see that the sale of Combiflam is getting increase by 4 (in approximation) with base of 8 (in approximation)
Therefore, % increase in sales of Combiflam
= \(\frac{4}{8}\) × 100% = 50% ≈ 55%
Note: Sales of all other products, on the other hand, show a percentage increase which is quite far from 55%.
5. The sales of Isryl M1 in 2005 was by what percent less than the sales of Combiflam in 2005? (rounded off to nearest integer)
Answer:Option B
Explanation:
Required %
= \(\frac{7.88 – 5.01}{7.88}\) × 100%
= 36.42% ≈ 36%