Quant Test 50
1. Three men are gambling in Casino Royal. They start with sums of money in the ratio 7 : 6 : 5 and finish with sums of money in the ratio 6 : 5 : 4, in
the same order as before. One of them won $ 12. How many dollars did he start with ? [The three men gambled amongst each other, only]
$1080
$420
$210
$108
None of these
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2. Two boats start from the opposite banks of a river simultaneously. They meet at a distance of 410 m from one of the banks and continue sailing
further till they reach the opposite banks. They take rest for 1 hr each and start off the return journey. Now they meet at a distance of 230 m from
the other bank. Find the distance between the two banks. Note: (Assume that river water is almost still)
750 m
840 m
1100 m
1200 m
1000 m
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3. An ‘n’ digit number is formed using the digits 3, 4, 5 and 6 where repetition of the digits is allowed. If the number of all such possible ‘n’ digits
numbers exceeds 10000, then what is the minimum value of n?
5
6
7
8
9
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4. ABCD is a rectangle with AB and BC equal to 4 units and 4 3units respectively. On every side an equilateral triangle is drawn as shown in the figure.
Points G, O, H and also points E, O, F are collinear. Find the area of the shaded region in square units.
12/sqrt3
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13/sqrt3
14/sqrt3
15/sqrt3
16/sqrt3
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5. If a2b3c = 256/27 then find the minimum value of (a + b + c), where a, b and c are positive real numbers.
3
4
6
9
12
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6. What is the remainder when 36001 is divided by 13?
9
10
4
3
6
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7. Three triangular pyramid shaped dice, each having the faces numbered 1, 2, 3 and 4 were rolle