Most Expected JIPMAT 2026 DILR Questions PDF with Solutions

Since the budget contains two parts, let us assume B = F + k * p, where F is the fixed component, p is the number of guests, and k is the proportionality constant.

Given that when p = 120, the budget is 17000.

=> 17000 = F + 120k ---(1)

And when p = 80, the budget is 14000

=> 14000 = F + 80k ---(2)

=> (1-2) => 40k = 3000 => k = 75.

From (1)

=> F = 17000 - 120*75 = 17000 - 9000 = 8000 => F = 8000.

When the number of guests is 30, the budget required is 8000 + 30*75 = Rs. 10250.

Raja first travels 10 km towards the south. After which he moves towards his left for 15 km more after which he travels 10 km more along his right to each Aman's house.

This is represented by :

The shortest distance between X and friends home is in the form of a right-angled triangle with dimensions of :

(10 + 10) km and 15 km.

Hence the total distance is :$$\sqrt{\ \left(20\right)^2+\left(15\right)^2}=\ 25\ km$$

Hence 25 km is the shortest distance.

In this question, the logic used is that the alphabet suppose A which is first from the start is replaced with Z which is first from the end. Similarly F is sixth word from the beginning. It is replaced by U which is seventh word from the end. Thus ‘NUMBERS’ will be replaced with ‘MFNYVIH’. So option E is the correct option.

Here,
$$8 = 2*4$$
$$48 = 6*8$$
$$120 = 10*12$$
$$? = 14*16 = 224$$

Conclusion I follows: The statement explicitly cites "lower material costs" as a reason for the shift, which confirms the economic advantages of digital media.

Conclusion II does not follow : The artists shifted because of the ease of correction and lower cost. This doesn't mean oil paints are too difficult to use; it just means the digital option is easier or more convenient.

Hence, only conclusion I follow.

Jay is ahead of Veer and only two people are standing between them.
Jay _ _ Veer
There are 13 people standing in a row where the number of people who are ahead of Jay in the row is double the number of people who are behind of Veer in the row.
(start) _ _ _ _ _ _ Jay _ _ Veer _ _ _ (end)
Here nine people are ahead of Veer in the row.
Hence, option c is the correct answer.

Assertion A suggests that implementing a flexible work-from-home policy can improve employee satisfaction and productivity. This assertion is true, as remote work arrangements often provide employees with greater autonomy and flexibility, which can positively impact their satisfaction and productivity levels.

Reason R provides a valid explanation for Assertion A, stating that remote work allows employees to balance their work and personal lives better, leading to higher job satisfaction and motivation. This explanation aligns with the concept that flexible work arrangements enable employees to manage their schedules more effectively, reducing stress and enhancing overall satisfaction.

Therefore, both Assertion A and Reason R are correct, and Reason R effectively supports and explains why implementing a flexible work-from-home policy can lead to improved employee satisfaction and productivity.

After 12 hours, it was showing 10 PM. This means that the clock is losing 2  hours every 12 hours.

How many hours will it be after 3 and a half days?

$$3\times\ 24\ +\ 12=84\ hrs$$

So when it loses 2 hours every 12 hours, it will lose x hours in 84 hours. We can use cross multiplication.

$$\dfrac{2}{12}=\dfrac{x}{84}\longrightarrow\ 14\ hrs$$

So the clock should be 14 hrs before the actual time.

12 AM - 14 hours  = 10 AM

Hence, the time it will be showing is 10:00 AM.

The number of missing letters between B and C is 0, between C and E is 1, between E and H is 2. Similar is the case with the other two terms.
From the options, the best possible answer is d).

Bottle contains Water.
Cup contains tea.
Inkpot contains Ink.
But Ball doesn't contain Bat. Hence, Option C is correct answer.

The sum of opposite numbers in the given figure is 36.

22+14 = 36

29+7 = 36

28+8 = 36

Therefore, 21+15 = 36

Hence, Option D is correct.

First term = 24
Second term = First term * 1 + 1 = 24 + 1 = 25
Third term = Second term * 2 + 2 = 50 + 2 = 52
Fourth term = Third term * 3 + 3 = 156 + 3 = 159
Fifth term = Fourth term * 4 + 4 = 636 + 4 = 640
Sixth term = Fifth term * 5 + 5 = 3200 + 5 = 3205
So, the fifth term is 640. Hence, option A is the correct answer.

An eraser is used to remove Pencil marks. Turpentine oil removes paint.

Total rectangles possible are:

ADCB, DCFE, EFJK, KJLM

AEFB, DKJC, EFLM

AKJB, DCLM

ABLM

JIFH, FHGC, KIHE, EHGD, JICG, KIGD

So Total rectangles possible= 16

$$1^3=1,\ 2^3=8,\ 3^3=27,\ 4^3=64$$

Next term will be $$5^3$$, i.e. 125.

A + 2 = C

C + 3 = F

F + 4 = J

J + 5 = O

A + Z = C + X = F + U = J + Q = 27

Therefore, the answer is O125L.

The answer is option D.

Brother’s mother’s husband is Arun’s father. His father’s daughter will be his sister. Hence the man in the photograph is his daughter’s son. Thus, the man in the photograph is Arun’s nephew.

Total number of students admitted in the year 2015 = 1200

Male students admitted in the year 2015 = 900

Therefore female students admitted in the year 2015 = 1200 - 900 = 300

Similarly calculating the number of female students for remaining years and tabulating the data,

From the table we can see that,

Number of female students admitted in 2018 = 200

Number of female students admitted in 2016 = 300

As we can see that number of female students decreased in the year 2018 compared to the year 2016 by = $$\frac{300 - 200}{300}\times 100 = 33.33$$ percent

Thus, option A is the correct answer.

Total number of students admitted in the year 2015 = 1200

Male students admitted in the year 2015 = 900

Therefore female students admitted in the year 2015 = 1200 - 900 = 300

Similarly calculating the number of female students for remaining years and tabulating the data,

Total number of female students admitted in the given years = (300+300+200+200) = 1000

Total number of students admitted in the given years = (1200+1000+1400+800) = 4400

Hence the ratio of the total female students the total number of students = 1000 : 4400

$$\Rightarrow$$ 5 : 22

Therefore option C is the correct answer.

Total number of students admitted in the year 2015 = 1200

Male students admitted in the year 2015 = 900

Therefore female students admitted in the year 2015 = 1200 - 900 = 300

Similarly calculating the number of female students for remaining years and tabulating the data,

Number of male students secured admission in the year 2016 = 700

Hence total number of male students who would have applied in the year 2016 = $$\frac{700}{.14} = 5000$$

Number of female students secured admission in the year 2016 = 300

Hence total number of male students who would have applied in the year 2016 = $$\frac{300}{.20} = 1500$$

Therefore total number of students who would have applied in the year 2016 = 1500 + 1500 = 6500

Hence option D is the correct answer.

The logic in this set is:

Step 1 = Input + 4

Step 2 = 3*(Step 1)

Step 3 = (Step 2)-8

Step 4 = 2*(Step 3)+1

Now, step 4 output is 39.

So step 3 output will be (39-1)/2=19

Step 2 output will be 19+8 = 27

Step 1 output will be 27/3 = 9

So input will be 9-4 = 5

From the second figure, we can infer that 2 must be opposite to 4. However, we cannot find which number is opposite to 1. It could be 3, 5 or 6. If the cube is simply turned upside down by 90° so that its top face becomes bottom face, then it 3 will be opposite to 1. However, if the cube has been rotated any further then we cannot say what will be opposite to 1. Hence, the correct answer is cannot be determined.

We have given numbering and alphabets to the squares in the given figure-

1x1 squares = { 1, 2, 3...9, a,b, c.....m} = 22

2x2 squares = { (1,2,5,6), (2,3,6,7), (3,7,4,8), (5,6, a,b), (6,7,b,c), (7,8,c,d), (a,b,e,f), (b,c,f,g), (c,d,g,h), (f,g,i,j), (g,j,h,k), (j,k,l,m),} = 12

3x3 squares = { (1,2,3,5,6,7,a,b,c), (2,3,4,6,7,8,b,c,d), (5,6,7,a,b,c,e,f,g), (6,7,8,b,c,d,f,g,h), (b,c,d,f,g,h,i,j,k)} = 5

4x4 squares = {(1,2,3,4,5,6,7,8,a,b,c,d,e,f,g,h)} = 1

Therefore, there are a total of 22+12+5+1 = 40 squares (Option C)

All the words are steps in agriculture. First is crop selection, then seed sowing. After that fertilizers are provided. Growth of crop takes place and then harvesting is done. Hence, correct order is 23541.

Production % of 1st quarter is 20%.

Diff. between production% of 3rd and 4th quarter is 3% which corresponds to 6732 tons.

Diff. between production% of 1st and 4th quarter is 9% which corresponds to (6732 x 3) tons i.e. 20196 tons.

Only 'Wise people' is represented by '1'. Only 'Rich people' is represented by '5'. Only Men' is represented by '2'.

But we can see that all three are represented by number '8'. Hence, Option C is correct answer.

Number of employees in Company A = 30% of 600000 = 180000
Number of employees in Company B = 30% of 600000 = 180000
Therefore, The difference between the employees = 180000-180000 = 0

Number of students in College B = 20% of 300000 = 60000
Number of students in College D = 15% of 300000 = 45000
Therefore, Number of students in College B and D together = 60000+45000 = 105000

The ineffectiveness of subsidy programs can be a valid argument in favour of scrapping all such programs and going for some direct transfer of cash. So, the first argument is strong.
Government ceding to people’s demand is not a strong argument because the government has rejected several of the demands in the past.
Hence, option A is the correct answer.

Profit of Company A in 2008 = Rs.1.6 crores
Profit of Company A in 2009 = Rs.3.4 crores
Profit of Company A in 2010 = Rs.1.4 crores
Profit of Company A in 2011 = Rs.2.4 crores
Therefore, Average profit of Company A = (1.6+3.4+1.4+2.4)/4 = 8.8/4 = Rs.2.2 crores

Given number = 479638521
Arranging the given number in descending order, we get 987654321
Hence, The positions of 6, 2 and 1 will remain unchanged.

The below Venn diagram shows a possibility.
From the venn diagram we can see that only conclusion II follows.

As it is given 2nd Nov, 2001 to be Friday :

Generally, if the difference between two dates or the number of days between two dates, including the end date, is a multiple of 7, then the day would be the same for such kinds of dates. Using this logic, we can count the number of odd days between two dates, i.e., the remainder when the number is divided by 7.

Usually, as a general year consists of 365 days, it means there is one odd day (7 x 52 + 1 = 365). However, during a leap year, there are a total of 366 days; hence, there are two odd days in a leap year.  Now, from 2001 to 2025 :

Number of leap years = {2004, 2008, 2012, 2016, 2020, 2024} ~ 6 years.
Number of non-leap years = Rest all years ~ 24-6 = 18 years.

Total no of odd days from 2nd Nov, 2001 to 2nd Nov, 2025 = 6(2) + 18 = 30.
30  = 2 odd days ('2' is the remainder when 30 is divided by 7).

Since November 2, 2001, is a Friday, this implies that November 2, 2025, would be a Sunday.

As 2nd November 2025 is a Sunday, we can say that 9th November, 16th November, and 23rd November 2025 are also Sundays.

As the 23rd is Sunday, the 28th should be Friday.

Hence, 28th Nov 2025 should be a Friday.