At a dinner where 240 men are seated, half of the men belong to the middle–class, one third to the upper-middle-class and one-fourth to both the classes. How many men belong to neither class?
1. 20
2. 40
3. 75
4. 80
5. 100
At a dinner where 240 men are seated, half of the men belong to the middle–class, one third to the upper-middle-class and one-fourth to both the classes. How many men belong to neither class?
1. 20
2. 40
3. 75
4. 80
5. 100
In a survey of 200 students of a higher secondary school, it was found that 120 studied Mathematics; 90 studied Physics; 70 studied Chemistry; 40 studied Mathematics and Physics; 30 studied Physics and Chemistry; 50 studied Chemistry and Mathematics, and 20 studied none of these subjects. Find the number of students who studied all the three subjects.
1. 10
2. 20
3. 40
4. 120
5. None of these
One day each member of Ram's family consumed some milk and some water. Though the quantities
of milk and water varied for the family members, the total consumption of the two liquids was exactly
7 litres for each family member. If Ram had one-fourth of the total milk consumed and one-sixth of
the total water consumed, then what was the ratio of the quantity of milk to that of water consumed
by Ram on that day?
(a) 3 : 2
(b) 1 : 1
(c) 2 : 3
(d) Cannot be determined
Find the number of consecutive zeroes immediately after the decimal in1/20^37
1>46
2>47
3>48
4>49
Guys Ans with approach pls
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In a written test, 49% of those who appeared, passed section A and 35% passed section B. If 25% passed both sections A and B, find the failure percentage.
1. 51%
2. 41%
3. 38%
4. 25%
5. 21%
Two trains are travelling in the same direction on parallel tracks. The length of the trains is 750m and 1050m and the speeds are 102 and 72 km/hr respectively. How many seconds will be required for them to completely clear each other?
number of solutions of a+2b+3c=100 if
Q1) a,b,c are natural numbers
Q2) a,b,c are whole number
Q3) a,b,c are integers
Milkman adds water to 16L of pure milk, Which costs 12/- per Litre . He then Sells the Mixture at a rate of 8/- Per Litre and Earns 25% profit. How many Litres of Water Did he add.
Let A denote the set of integers between 1 and 1,000 which are divisible by 12 and B denote the set of integers between 1 and 1,000 which are divisible by 18. How many elements are there in the set A ∪ B?
1. 108
2. 109
3. 110
4. 111
5. 112
If a, b, c and d are integers and n is a prime number, then which of the following is always a factor
of (a + b – c – d)n – (an + bn – cn – dn)?
(a) n
(b) a + b – c – d
(c) n – 2
(d) n + 2
Dont know Whats the Answer guys.. Pls Help
1. All Dancers are Rocks
2. All Discos are Rocks
3. No steps are Discos
Conclusion:
1. All Dancers are Discos
2. Some Dancers are not Steps
3. Some Dancers are Steps
4. No Discos are Dancers
0 voters
If ||x + 5| – |x – 5| |
(a) 10 (b) 20 (c) 0 (d) 45
16 person are to be seated around a square table with four chairs on each side, what is the probability the two particular person always sit adjacent to each other on the same side?
Four vehicles are traveling on a straight highway with constant speeds. The truck overtook the car at 2:00pm, and then met the scooter at 4:00pm and the motorcycle at 6:00pm. The motorcycle met the car at 7:00pm then it overtook the scooter at 8:00.
At what time scooter and the car meet?
a. 5:00 pm
b. 5:20 pm
c. 5:30 pm
d. 5:40 pm
e. None of these
In a swimming pool, 6 swimmers have to swim such that 3 swimmers start from end A at intervals of 1 minute and the remaining 3 start from end B at intervals of 2 minutes where A and B are opposite ends of the pool & length of the pool is 120 meters. The speed of each swimmer is 20m/min. Whenever two swimmers meet, each of them reverse their direction & start swimming in the opposite direction without any time delay. Each swimmer stops when he reaches one of the ends. If the first swimmer from each start simultaneously, after how many minutes from that time will there be no swimmer in the pool?
A good ques..
There are 8 equally spaced points lying on a circle. How many different quadrilaterals can you make with these points as vertices?
what is the remainder when 13^2013 is divided by 100?
No of integral solutions of X^2+Y^2=45^2?
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