Direction (1-5): Read the data carefully and answer the questions.
There are 450 students in a school and there are two sections A & B in the school. There are three streams in each section i.e., Art, Science & Commerce. 75/4% of total students in A are in Commerce and 200/7% of total students in B are in science. Sum of total students in Commerce in A & total students in Science in B is 105. 400/21% of total students in B are in Commerce and 50% of total students in A are in Art.
Q1. Find the total students in Art in A are what percent more than total students in Science in B?
(a) 75%
(b) 70%
(c) 90%
(d) 100%
(e) 110%
Q2. Find the ratio of total students in Commerce in B to total students in Science in A?
(a) 8 : 15
(b) 8 : 17
(c) 8 : 13
(d) 8 : 11
(e) 8 : 9
Q3. If in other section C, total students are 180 and total student in Science in C are 25% more than total students in Commerce in B, then find total students in Art & Commerce in C is how much less than total students in Art &Commerce in A?
(a) 55
(b) 60
(c) 65
(d) 45
(e) 35
Q4. Find the average number of students in Science in A & B?
(a) 125/2
(b) 135/2
(c) 120
(d) 130
(e) 145
Q5. If out of total students in Art in A & B, ratio of boys to girl is 5 : 3 and 7 : 4 respectively, then find total boys in Art from both sections?
(a) 125
(b) 135
(c) 145
(d) 115
(e) 105
Q7. 25% of total female employee and 20% of total male employee who represent B & C together have MBA degree, then find total employee who do not have MBA degree?
(a) 1624
(b) 1424
(c) 1824
(d) 1648
(e) 1244
Q8. Find the ratio between total male employee who represent B & C together to total female employee who represent A & C together?
(a) 23 : 13
(b) 23 : 14
(c) 23 : 18
(d) 23 : 12
(e) 23 : 20
Q9. Find difference between Total male employees who represent C and total female employee who represent B?
(a) 120
(b) 140
(c) 100
(d) 160
(e) 180
Q10. Find average number female in B & C?
(a) 480
(b) 420
(c) 520
(d) 540
(e) 600
Solutions