
Length of the uncommon region if least overlap occurs
= Circumference  Length of the greater arc
= 30  24
= 6
Length of the least overlap region
= 16  6
= 10
Ans : B

Painted area = Area of four walls
100 = 4x^{2
x2 = 25 where ‘x’ is side of square
x = 5
}
Volume of cube
= x^{3 }
= 5 ´ 5 ´ 5
= 125
Ans : D

Let the integers be 3x and 2x.
3x  2x = 36
x = 36
The smallest integer is 72.
Ans : A

Since the line segment from B to A is broken, the Pythagorean method for determining length BA cannot be used.
Also since each segment is parallel either to OA or OB, the total length from B to A must necessarily be (a + g).
Ans : E
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Index
PART
IV
Drill
:
Section
1 : Verbal Reasoning
Section 2 : Mathematical Reasoning
Section 3 : Verbal Reasoning
Section 4 : Mathematical Reasoning
Section 5 : Reading Comprehension
Section 6 : Mathematical Reasoning
Section 7 : Verbal Reasoning
Answer Explanation To The Drill
Section 1 : Verbal Reasoning
Section 2 : Mathematical Reasoning
Section 3 : Verbal Reasoning
Section 4 : Mathematical Reasoning
Section 5 : Reading Comprehension
Section 6 : Mathematical Reasoning
Section 7 : Verbal Reasoning
Test 1
