SOFTEON Fresher Interview Questions – Part – I
Here in this blog we are discussing about SOFTEON Fresher Interview Questions
Part – I. Some of them are :
1 .The petrol tank of an automobile can hold g liters . If a liters was removed , when the tank was full , then what part of the full tank was removed ?
a) g – a b) g / a c) a / g d) ( g – a) / a
SOLUTION :
If the petrol tank can hold 20 liters ( g = 20 liters ) and 5 liters was removed
( a = 5 liters ) when the tank was full .
Then , 1 / 4 th tank will be removed . Since 5 / 20 = 1 / 4
Hence , ( a / g ) part of the full tank will be removed.
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2. If x / y = 4 and y is not equal to zero , then what % of x is 2x – y ?
a) 150 % b) 175 % c) 200 % d) 250 %
SOLUTION :
Given , x / y = 4 => y = x / 4
Now , 2x – y = 2x – ( x / 4)
= ( 8x – x ) / 4
= 7x / 4
% of x in 2x – y = ( 7x / 4 ) * 100 %
= 7 * 25
% of x in 2x – y = 175 %
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3. What is the maximum number of half – pint bottles of cream that can be filled in a 4 gallon can of cream ?
a) 16 b) 24 c) 30 d) 64
( HINT : 2 pint = 1 quart , 4 quart = 1 gallon )
SOLUTION :
Given , 4 gallons of cream to be filled in half – pint bottles .
1 gallon = 4 quart
= 4 ( 2 pint ) ( since 1 quart = 2 pint )
= 8 pint
- 4 gallon = 8 * 4 = 32 pint
- 4 gallon = 2 * 32 = 64 half pint
Thus the number of half pint bottles = 64
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4.There are 200 questions on a 3 hour examination . Among these questions are 50 mathematical problems . It is suggested that twice as much as time be spent on each maths problem as for every other problem . How much time should be spent on each mathematical problem ?
a) 36 b) 72 c) 60 d) 100
SOLUTION :
Since each mathematical problem takes twice the amount of time than the other question.
Time taken to solve 50 mathematical questions =
Time taken to solve other 100 questions
Proceeding like this we get 100 + 150 questions = 250 questions
Time taken to solve 250 questions = 180 minutes
- Time taken to solve 100 questions = ( 180 / 250 ) * 100
- = 18 * 4
Time taken to solve 50 mathematical questions = 72 minutes
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5 . If 13 = 13w/ (1-w) ,then (2w)2=
(a) 1 / 4 (b) 1/2 (c) 1 (d) 2
SOLUTION :
Given 13 = 13 w / ( 1- w )
13 ( 1- w ) = 13 w
13 – 13 w = 13 w
13 = 13 w + 13 w = 26 w
w = 13 / 26
w = 1 / 2
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