Directions (1-5): Read the following pie chart and line chart carefully and answer the questions given below. Pie chart shows percentage distribution of total number of houses (castle + villa + mansion) and line chart shows percentage of castles and villas out of total houses in five different cities.
Q1. Number of castles in city T is what percent more/less than number of mansions in city S?
(a) 45%
(b) 40%
(c) 50%
(d) 55%
(e) 60%
Q2. Number of villas in city P is how much more/less than number of mansions in city R.
(a) 44
(b) 22
(c) 55
(d) 66
(e) 77
Q3. Number of mansions in city U is 35% more than number of villas in city R. If average number of castles in city T and U is 25, then find the sum of number of mansions and castles in city U.
(a) 72
(b) 62
(c) 52
(d) 68
(e) 78
Q4. Find the respective ratio of number of castles in city Q to number of mansions in city R.
(a) 2:5
(b) 4:5
(c) 5:4
(d) 7:5
(e) 1:5
Q5. Find the average number of mansions in P, Q, R and S.
(a) 70
(b) 72
(c) 66
(d) 68
(e) 64
Q6. Find the ratio of the quantities of two types of sugar, in which one costing Rs. 20 per/ kg and second costing Rs. 15 per/kg should be mixed so that here will be neither loss nor gain on selling the mixture of these two types of sugar at the rate of Rs. 16 per kg?
(a) 2 : 1
(b) 1 : 2
(c) 4 : 1
(d) 1 : 4
(e) 1 : 3
Q7. Out of total investment in a business, A invested 30%, B invested ⅖th and C invested the remaining. At the end of one-year Rs. 4000 is earned as a profit which is 20% of the total amount invested by B. Find how much C invested in the business?
(a) Rs 25000
(b) Rs 10000
(c) Rs 15000
(d) Rs 12450
(e) Rs. 17500
Q8. 14 pipes working seven hours a day can empty a completely filled oil tank in 15 days. If ‘X’ such pipes working ten hours a day can empty the same oil tanks in 7 days, then find X?
(a) 22
(b) 20
(c) 21
(d) 23
(e) 24
Q9. Total wage of 10 women for 5 days is Rs 1250. The daily wage of a man is twice of the wage a woman. Find how many men must work for 8 days to earn Rs 1600?
(a) 5 men
(b) 8 men
(c) 4 men
(d) 6 men
(e) None of these
Q10. A vessel contains 75 kg mixture of Ghee and Vanaspati in the ratio of 11:4 respectively. How much more Vanaspati should be added in vessel to get a new mixture which contains Vanaspati and Ghee in the ratio of 4:5 respectively?
(a) 24 kg
(b) 18 kg
(c) 32 kg
(d) 14 kg
(e) 10 kg
Directions (11-15): What approximate value will come in place of question mark (?) in the following questions? (You are not expected to calculate the exact value)
Q11. 39.87% 459.98-9.99% of 199.98=?/2
(a) 304
(b) 328
(c) 378
(d) 245
(e) 198
Q12. 22.01×14.97-4/11 of 142.98+11.11=?²
(a) 17
(b) 12
(c) 22
(d) 4
(e) 27
Q13. (140.21÷6.88)×18.11-29.81% of 149.96=?÷5.212
(a) 1740
(b) 1945
(c) 1250
(d) 1575
(e) 1800
Q14. 28.98²-∛6859.12+556.10=?+49.89% of 450.22
(a) 1020
(b) 1424
(c) 1687
(d) 1821
(e) 1153
Q15. 12.02³+√1764.211-64.978% of 799=?
(a) 1110
(b) 1250
(c) 1890
(d) 1560
(e) 980
Solutions