InterviewSolution
This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
| 6651. |
A ball is dropped from a height of 96 feet and it rebounds 2/3 of the heights it falls. If it continues to fall and rebound, find the total distance that the ball can travel before coming to rest |
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Answer» 240ft |
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| 6652. |
How many liters of pure acid are there in 8 liters of a 20% solution? |
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Answer» a. 1.4 |
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| 6653. |
What is thethe sum of the infinite geometric series 1/4 - 3/(16) + 9/(64) - (27)/(256) + … |
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Answer» (1/3) |
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| 6654. |
A sum of money becomes 13/5 times of itself in 32 years at r% of SI. What is the value of r? |
| Answer» ANSWER :C | |
| 6656. |
Which one of the following among the numbers -3/7, 2/3 and (-1)/3 is in descending order? |
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Answer» `(-1)/3, (-3)/7, 2/3` |
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| 6658. |
Men, women and children are employed to do a work in the proportion of 3 : 2 : 1 and their wages as 5:3:2. When 90 men are employed, total daily wages of all amounts to ? 10350. Find the daily wages of a man. |
| Answer» ANSWER :D | |
| 6660. |
A shopkeeper cheats to the extent of 20% while buying as well as selling, by using false weights. His total gain is |
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Answer» 20 |
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| 6661. |
7^12-4^12 is exactly divisible by which of the following number? |
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Answer» 34 |
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| 6662. |
A is twice as good a workman as B and together they finish a piece of work in 14 days. In how many days can A alone finish the work? |
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Answer» 18 |
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| 6663. |
If sintheta+costheta=x then sintheta-costheta=? |
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Answer» `pmsqrt(2-x^(2))` |
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| 6664. |
A tank has an inlet and outlet pipe. The inlet pipe fills the tank completely in 2 hours when the outlet pipe is plugged. The outlet pipe enpties the tank completely in 6 hours when the inlet pipe is plugged. If both pipes are opened simultaneously at a time when the was one-third filled, when will the tank fill thereafter? |
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Answer» `(3)/(2)` HOURS |
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| 6665. |
A tank has an inlet and outlet pipe. The inlet pipe fills the tank completely in 2 hours when the outlet pipe is plugged. The outlet pipe enpties the tank completely in 6 hours when the inlet pipe is plugged. If there is a leakage also which is capable of draining out the liquid from the tank at half of the rate of outlet pipe, then bat is the time taken to fill the empty tank when both the pipes are opened? |
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Answer» 3 hours |
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| 6666. |
A bath tub can be filled with the cold water pipe in 10 minutes and by hot water pipe in 15 minutes (independently each). A person leaves the bathroom after turning on both pipes simultaneously and returns at the moment when the bath should be full. Finding, however, that the waste pipe has been opened he now closes it. In 4 minutes more, the bath is full. In what time would be the waste pipe empty it? |
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Answer» 6 minutes P and Q together can fill tank in `180/(18+12)=6 `min `therefore` we can say, Work done by 'R' in 6 min = work dons by (P&Q) Together in 4 minutes `rArr 6 cdot x = 4 xx (18+12)` `rArr x= 20` `therefore` R is doing 20 units of work in 1 minute `therefore` requires `180/20=9` minutes to empty tank
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| 6667. |
The product of the digits of a three digit number which is a perfect square and perfect cube both is : |
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Answer» 126 |
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| 6668. |
p^3-9p^2+18p=0 q^3-q^2=0 |
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Answer» `pltq` |
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| 6669. |
The numerical value of cos 2pi/7 + cos 4pi/7 + cos 6pi/7 is=........ |
| Answer» Answer :A::B | |
| 6670. |
A vessel contains some litre of pure milk. 12 litre of milk taken out from it and replaced by water. This process is repeated three times more. Then the ratio of milkand water in the resultant mixture becomes16 : 65. Find the initial quantity of milk. |
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Answer» |
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| 6671. |
If one root of a quadratic equation is -2. Atx= -5,y=27 andx = 7, y = 27.Then what's the minimum value of the equation? |
| Answer» Answer :C | |
| 6672. |
A two digit number ab is added to another number ba, which is obtained by reversing the digits then we get a three digit number. Thus a + b equals to : |
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Answer» at LEAST 18 |
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| 6673. |
Consider the followingstatements : 1. Any set A is comparable with itself . 2. {0} is a singleton set. 3. {phi}is a n empty set. Of these statements,the correct ones are : |
| Answer» Answer :a | |
| 6674. |
If a^3+b^3:a^3-b^3=133:117, then find the value of a:b |
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Answer» 0.085416666666667 |
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| 6675. |
The radius of a coppershpereis 12 cm. The sphere is meltedand drawn into a long wire of uniform circular cross-section. If the length of the wireis 144 cm , the radius of wire is : |
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Answer» 1 cm |
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| 6676. |
For what value of k, will the equations 2x+3y-5=0, 6x+ky-15=0 have an infinite number of solutions? |
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Answer» 0 |
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| 6677. |
Find the remainder in expression– (4851 xx 1869 xx 4871)/(9) |
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Answer» 3 |
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| 6678. |
What is the least number of terms of the G.P. 5+10 + 20 + …. Whose sum would surely exceed 10^6 ? |
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Answer» 17 |
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| 6680. |
A manstarted 20 minlateandtravelingat a speedof1 (1)/(2)timesofhisusualspeedreacheshisofficein timesthetimetakenby themanto reaches hisofficein timethe timetakenby themanto reachhisofficeat hisusualspeedis |
| Answer» Answer :C | |
| 6681. |
Find the values of the following expression. (cotA+tanB)/(cotB+tanA) is |
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Answer» TANA cotB |
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| 6682. |
In the previous question, if the lock opens in only one arrangement of 4 digits, how many unsuccessful attempts are possible in which lock can not be opened? |
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Answer» `4^9-1` |
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| 6683. |
In a 1 km race A wins over B by 80 m or 20 sec.B can give a start of 100 m to C in 1 km race find the ratio of speeds of B and C. |
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Answer» |
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| 6684. |
The quadrilateral formed by the bisectors of the angles of a parallelogram is a |
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Answer» rectangle |
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| 6685. |
Two vessels A and B contains acid of different concentration. The capacity of A and B are 6 lt and 3 lt respectively. We take out same quantity from bothvessels and put into one another , Now the concentrationin both vessels are same. Find the taken out quantity. |
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Answer» |
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| 6686. |
Around a circular garden a circular road is to be repair which costs ₹22176 at the rate of ₹1 per sq m. If the inner radius is 112 m, find the width of the circular road. |
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Answer» 18 m |
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| 6687. |
If three lines 3x+4y=12," "5x+8y=40 and x axis form a triangle. Find its area |
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Answer» |
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| 6688. |
If no student failed in all three subjects, what is the total number of students who passed in QA only, DI only and English only? |
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Answer» 50 |
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| 6689. |
Three cities Fatehpur, Barabanki and Lucknow are famous. Fatehpur is 42 km, away from Barakanki and the distance betweén Fatehpur and Lucknow is 66 km. Which of the following cannot be the distance between Barabanki and Lucknow? |
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Answer» 28 km |
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| 6690. |
Maximum numberof points of intersection of four lines on a plane is : |
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Answer» 4 |
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| 6691. |
From a pack of 52 cards, two are drawn one by one without replacement.Find the probability that both of themare kings. |
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Answer» `11/21` |
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| 6692. |
Pepsi and Coke, there are two companies selling the packs of cold-drinks. For the same selling price Pepsi gives two successive discounts of 10% and 25%. While Coke sells it by giving two successive discounts of 15% and 20%. What is the ratio of their marked price? |
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Answer» `143:144` |
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| 6693. |
If xcostheta-sintheta=1, then x^(2)+(1+x^(2))sintheta equals- |
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Answer» `-1` |
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| 6695. |
Multiply 23857 by 9999. |
| Answer» SOLUTION :`23857 XX 9999 xx = 23857 xx (10000 - 1) = 238570000 - 32857 = 238546143` | |
| 6696. |
The smallest number which must be added to 803642 in order to obtain a multiple of 9 is : |
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Answer» 1 |
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| 6697. |
Points A(4,-1) , B(6,0) ,C(7,2) and D(5,1) are the vertices of the following quadrilateral which is a: |
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Answer» Square |
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| 6699. |
If sintheta+sinphi=aandcostheta+cosphi=b, then tan((theta-phi)/(2))=? |
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Answer» `SQRT((a^(2)+B^(2))/(4-a^(2)-b^(2)))` |
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| 6700. |
If a,b in R and equalityax^2 - bx + c =0 has complex roots which are reciprocal of each other, then one has : |
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Answer» a=c |
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