Five boys are sitting in a row. A is on the right of B. E is on the left of B, but to the right of C. If A is on the left of D, who is sitting in the middle?
Slow response time in computer systems has been found to reduce job satisfaction and increase stress and mental strain. On the other hand, very fast interaction to an uncomfortable level where users feel they must always respond to the system promptly. The optimum response time will depend on the task. Variability in systems response time and system crashes may also cause stress in users. It was reported in one of the studies that the workers in an insurance company worked very quickly in the morning to try and complete as much work as possible, in case the system failed in the afternoon. In addition, when response times were usually long, workers experienced anxiety and uncertainty as they could not be sure if the long response times were due to high load on the system, or whether the system had failed.
Inference: Most system failures had occurred in the afternoon in the insurance company.
Gaeta walks 20 m towards north, then she walks 12 m towards the South. Now, she walks 6 m towards east. How far and in which direction is she from the starting point?
Study the following information carefully and answer the question:
A, B, C, D, E, F, G, and H are sitting around a circle facing the center. B is second to the right of H and third to the left of A. D is not an immediate neighbor of either B or H and is second to the right of F. C is fourth to the right of G. Who is third to the right of E?
Below is given a passage followed by the inference which can be drawn
from the facts stated in the passage. You have to examine the inference
in the context of the passage and decide upon its degree of truth or
falsity.
Passage:
As in case of absolute number of illiterates, the actual numberof illiterate
females is also increasing with time and faster than the number of male
illiterates. More so in the backward states, in the rural areas, and among
scheduled castes andscheduled tribes. The correlation between female
illiteracy and infant mortality is equally clear. It is found that mortality was
highest in the case of illiterate mothers both in urban and rural areas but
much higher in the latter.
Inference:
The illiteracy rate is higher among females as compared to that of
males.
How many such digits are there in the number 6837941, each of which is as far away from the beginning in the number as when the digits are arranged in descending order within the number?
If “Rain” is called “Water”, “Water” is called “Road”, “Road” is called “Cloud”, “Cloud” is called “Sky”, and “Sky” is called “Sea”, then where does aeroplane fly?
$x, y, z$ are painters.
X paints wall of area A in 10 hrs.
Y paints the same wall in 20 hrs.
Together, X, Y, and Z finish 2A in 8 hrs.
Find how many hours Z alone will take to paint wall A.
nso ptr kli chn’ stands for Sharma gets marriage gift;
‘ptr lnm wop chn’ stands for wife give marriage gift;
‘iti wop nhi’ stands for he give nothing.
What would mean gives?
Solution: Track each position by alphabet index:
1st letters: K(11), M(13), O(15), Q(17) → $+2$ ⇒ next S(19).
2nd letters: J(10), M(13), P(16), S(19) → $+3$ ⇒ next V(22).
3rd letters: R(18), P(16), N(14), L(12) → $-2$ ⇒ next J(10).
So the term is $\boxed{\text{SVJ}}$.
The algorithm sum of the difference between the squares of two positive integers $A$ and $B$ is a fixed constant $C$.
If $A = B$, then value of $C$ is —
Two trains, A and B, start simultaneously from two stations $300\ \text{km}$ apart. Train A travels at $60\ \text{km/h}$, and Train B travels at $90\ \text{km/h}$. If a bird starts flying from Train A towards Train B at $120\ \text{km/h}$ and immediately turns back upon reaching Train B, continuing this until the trains meet, what total distance does the bird cover?
Time for trains to meet $= \dfrac{300}{60+90} = 2\ \text{h}$.
Bird flies the whole time at $120\ \text{km/h}$, so distance $= 120 \times 2 = 240\ \text{km}$.
A study finds that employees working fewer hours per week are more productive during their working hours and concludes that reducing working hours can increase productivity and job satisfaction. Which assumption underpins the conclusion?
Code $=100\times(\text{sum of letter positions})$.
$\text{BOOK}: (2+15+15+11)\times100=4300$, $\text{MATE}: (13+1+20+5)\times100=3900$.
So $1600\Rightarrow$ sum $=16$. Among options, $\text{CAGE}: 3+1+7+5=16$.
Five friends $A,B,C,D,E$ travel from Goa to five cities: Chennai, Kolkata, Delhi, Varanasi, Bangalore using bus, train, airplane, car, boat (all distinct).
Given:
$C\to$ Bangalore by car; $D\to$ by boat; $B\to$ Kolkata by airplane; $E\to$ by train; the Delhi traveler did not use boat; Goa has no bus to Delhi or Chennai.
Who traveled to Delhi?
Modes left after car/boat/airplane/train are bus for $A$. Since bus doesn’t go to Delhi or Chennai, $A\to$ Varanasi. Remaining cities for $D$ and $E$ are Delhi and Chennai; but the Delhi traveler didn’t use boat, so $D$ (boat) cannot be Delhi. Hence $E$ traveled to Delhi.
From $s2$, “some salaries are perks” $\Rightarrow$ “some perks are salaries,” so $c2$ follows.
$c1$ does not follow: incomes $\subseteq$ salaries ($s1$), but we have no information linking incomes to tangible items; $s2$ and $s3$ could refer to different elements.
Read the given information properly and answer the question given below:
In an organization for the selection of marketing manager, the following conditions are there.
(1) As of 1/12/2025, the age of the candidate must be at least 25 years and not more than 35 years.
(2) The candidate must graduate at a minimum in any discipline with 55% marks.
(3) The candidate must have secured at least 60% marks in a PG degree/diploma with marketing specialization.
(4) The candidate must have 5 years experience as an assistant marketing manager after education.
If the candidate fulfills all the above conditions except,
(a) (2) as above, but if he has got minimum 50% in graduation and minimum 65% in PG degree/diploma with marketing specialization, his case must be sent to a marketing head.
(b) (1) as above, but if his age is not more than 40 years, and he has experience of 8 years as assistant marketing manager, then his case should be sent to the managing director.
In the following question, details of one candidate are given. You have to select the answer based on the information provided and the conditions given above. You are not to assume anything other than the information provided in the following question.
Mr. Mihir Sharma was born on 24th July 1994. He got 60% on a PG diploma (Marketing). After his PG diploma, he is working as assistant marketing manager in an organization. He got 54% at graduation.
The question is based on the six numbers: $283, 347, 518, 829, 748, 827$.
If the first and third digits of each number are interchanged, which number will be the third lowest?
A man travels $2,\text{km}$ to the north and turns east and travels $10,\text{km}$, and again he turns north and travels $3,\text{km}$ and again turns to the east and travels $2,\text{km}$. How far is he from the starting point?
Each letter is shifted forward by one place in the alphabet:
$A \to B,\ P \to Q,\ L \to M,\ E \to F,\ S \to T.$
Applying the same to “ORANGE”:
$O \to P,\ R \to S,\ A \to B,\ N \to O,\ G \to H,\ E \to F.$
So “ORANGE” $\to$ PSBODF.
Given “all roses $\subset$ flowers” and “some flowers are yellow.” It is consistent that some of those flowers could be roses, so the option that can be true is “some roses are yellow.”
By observing the given series, the symbols rotate in a fixed cyclic order:
+ → = → * → ? and then repeat in the same diagonal pattern.
Following this pattern, the next figure will have * at the top, + in the center, and = at the left.
The figure is a $2 \times 4$ grid of small parallelograms.
To find the total number of parallelograms, we can choose any two of the $2 + 1 = 3$ slanted "rows" and any two of the $4 + 1 = 5$ slanted "columns".
So, the total number is:
$ \displaystyle \binom{3}{2} \times \binom{5}{2} = 3 \times 10 = 30 $