Quant Test 69
1. Rohan selected a shirt from a Veebok Outlet with a marked price of Rs.1600 but he wanted to buy it at Rs.800. The shopkeeper then offered the
same shirt at a price which was the average of Rs.800 and Rs.1600. Denying that offer, Rohan proposed to pay Rs.1000 which was again the
average of Rs.800 and the price offered by shopkeeper. This process continued till they agreed upon a particular price ‘P’. What is the value of ‘P’?
Rs. 3200/3
Rs. 2800/3
Rs. 2500 / 3
Rs.900
They will never agree
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2. Given that f(0) = 0, f(1) = 1 and f(2) = 1. If f(n) = f(n+1) – f(n–1), then find the value of
(f(8) - f(7) + f(5))/(f(7) - f(6) - f(4))
.
13/5
9/2
16/5
16/7
13/2
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3. 5 concentric squares each having different area are drawn on a sheet of paper. If the area of the circle inscribed in the smallest square is 77
square units and the distance between the corresponding vertices of consecutive squares is 1.5 units, then find the difference between the areas
of the largest and the smallest square in square units.
(Take pie = 22/7)
240
264
224
216
256
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4. A trapezium ABCD is inscribed in a circle with centre O. AB is parallel to CD and the tangent at the point C intersects the line AB produced at E. If BE
= 2 units, CE = 4 units and ΔBCE is isosceles, then what is the area of the trapezium ABCD?
32 square units
24 square units
7 sqrt(15) square units
8 sqrt(15) square units
28 square units
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5. Two cars A and B, 1 km apart, are travelling in the same direction with speeds of 58 km/hr and 40 km/hr respectively. What will be the distance (in
m) between them 15 seconds before A collides with B?
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25 m
5 m
75 m
80 m
60 m
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6. If N = 10008 – 8,