As per given above statements , we can see that
I. % of the students study Science = 20%
II. The ratio of numbers of students studying Arts and Commerce = 3 : 5.
III. The number of students studying Commerce is more than that studying Science by 375.
From above it is clear that Statements I and II give the percentage number I of students studying in different disciplines. Combining this with (iii), the total number of students can be determined.
The data in Statement I alone or in statement II alone are sufficient to answer the question.
Even by using both the statements together we cannot determine the gender of B. So, A can have one or two brothers.
II. B and C together can complete the work in 3 | 3 | days |
4 |
III. A and C together can complete the work in 3 | 1 | days |
3 |
As per given above statements , we have
Let, the price of 1 dozen oranges, 1 dozen banana and 1 dozen apples be x, y and z, respectively.
I. Price of 2 dozen oranges and 1 dozen banana = $110
? 2x + y = 110
II. Price of 3 dozen apples and 1 dozen banana = $170
? 3z + y = 170
III. Price of 1 dozen oranges and 1 dozen apples = $95
? x + z = 95
we find the price of 1 dozen oranges .So, by combining all, we get the values of x = 45.
Number of girls enrolled in Stitching in Institute B = 250
Total number of girls enrolled in Stitching in all the Institutions
= 325 + 250 + 50 + 250 + 325 = 1200
Hence, required percentage = 250/1200 x 100 = 20.83 ? 21%
Required number of students passed in third division = Total number of passed students in 1984 years ? Total number of students passed in first and second division in 1984 years
Required number of students passed in third division = 165 ? 95 = 70
Comments
There are no comments.Copyright ©CuriousTab. All rights reserved.