Which of the following sets of side lengths forms a right-angled triangle?
Anonymous Quiz
67%
10 cm, 24 cm, 26 cm
10%
11 cm, 16 cm, 21 cm
16%
8 cm, 12 cm, 15 cm
7%
9 cm, 13 cm, 15 cm
A person was born on April 9, 2002. That year, Christmas (December 25, 2002) fell on a Wednesday.
What day of the week was April 9, 2002?
What day of the week was April 9, 2002?
Anonymous Quiz
18%
Sunday
21%
Monday
45%
Tuesday
16%
Thursday
Choose the word which is most nearly the same in meaning to βREVEREβ:
Anonymous Quiz
36%
Respect
26%
Admire
16%
Obey
23%
Fear
IPMAT by Career Launcher
A number consists of two digits whose sum is 9. If 27 is added to the number, its digits are interchanged. What is the number?
πSolution:
18 + 27 = 45 β not reverse of 18
63 + 27 = 90 β not reverse of 63
54 + 27 = 81 β not reverse of 54
36 + 27 = 63 β reverse of 36!
18 + 27 = 45 β not reverse of 18
63 + 27 = 90 β not reverse of 63
54 + 27 = 81 β not reverse of 54
36 + 27 = 63 β reverse of 36!
IPMAT by Career Launcher
What is the least number which when divided by 8, 15, and 20 leaves a remainder of 5 in each case?
Solution No. 2:
β‘οΈ Common remainder (5)
Nβ5 is divisible by 8,15, and 20
Find LCM of 8, 15, and 20= 120
120 is dvisible by all .
Add 5 back, answer is 125
β‘οΈ Common remainder (5)
Nβ5 is divisible by 8,15, and 20
Find LCM of 8, 15, and 20= 120
120 is dvisible by all .
Add 5 back, answer is 125
IPMAT by Career Launcher
Which of the following sets of side lengths forms a right-angled triangle?
Solution No. 3:
πLargest side= Hypotenuse
Pythagoras Theorem:
(Smallest side)^2 + (Middle side)^2=(Largest side)^2
If the given sides satisfies the above condition β β It's a right triangle.
If not β β Not a right triangle
πLargest side= Hypotenuse
Pythagoras Theorem:
(Smallest side)^2 + (Middle side)^2=(Largest side)^2
If the given sides satisfies the above condition β β It's a right triangle.
If not β β Not a right triangle
IPMAT by Career Launcher
A person was born on April 9, 2002. That year, Christmas (December 25, 2002) fell on a Wednesday.
What day of the week was April 9, 2002?
What day of the week was April 9, 2002?
Solution No. 4:
β Step 1: Count the number of days from April 9 to December 25
Example- In April: 21 days (April 9β30)
May: 31
June: 30
.
.
Dec : 25 days
β Step 2: Add them up
21+31+30+31+31+30+31+30+25=260 days
β Step 3: Work backward from December 25, 2002 (Wednesday)
260 Γ· 7 = 37 weeks + 1 day
So April 9, 2002 was 1 day before Wednesday β Tuesday
β Step 1: Count the number of days from April 9 to December 25
Example- In April: 21 days (April 9β30)
May: 31
June: 30
.
.
Dec : 25 days
β Step 2: Add them up
21+31+30+31+31+30+31+30+25=260 days
β Step 3: Work backward from December 25, 2002 (Wednesday)
260 Γ· 7 = 37 weeks + 1 day
So April 9, 2002 was 1 day before Wednesday β Tuesday
IPMAT by Career Launcher
Choose the word which is most nearly the same in meaning to βREVEREβ:
Solution No. 5:
Revere means to deeply respect or hold someone/something in awe and honor.
Letβs break down the options:
A. Respect β βοΈ Closest match. βRevereβ implies profound respect or veneration.
B. Admire β Close, but admiration doesnβt always carry the same depth or reverence.
C. Obey β Not the same; you can obey without revering.
D. Fear β Reverence may involve awe, but not fear in a negative or intimidating sense.
Revere means to deeply respect or hold someone/something in awe and honor.
Letβs break down the options:
A. Respect β βοΈ Closest match. βRevereβ implies profound respect or veneration.
B. Admire β Close, but admiration doesnβt always carry the same depth or reverence.
C. Obey β Not the same; you can obey without revering.
D. Fear β Reverence may involve awe, but not fear in a negative or intimidating sense.
π3
IPMAT by Career Launcher
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JIPMAT (2025) Examination City Intimation is live
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Candidates can download their Examination City Intimation Slip using Application No. and Date of Birth
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A two-digit number is such that the digit in the tens place is 2 more than the digit in the units place. If the digits are reversed, the new number is 18 less than the original number. What is the original number?
Anonymous Quiz
10%
62
11%
73
77%
53
2%
65
2. Find the Missing Term in the Series
B3X, C10U, E39Q, ?, L885F
B3X, C10U, E39Q, ?, L885F
Anonymous Quiz
14%
G170N
27%
G172N
49%
H172L
9%
H176O
Choose the pair that is NOT synonymous
Anonymous Quiz
13%
Taciturn : Reticent
15%
Ephemeral : Transient
49%
Lucid : Obscure
24%
Mitigate : Alleviate
Pick the grammatically correct sentence:
Anonymous Quiz
18%
The manager, along with his assistants, have submitted the final report.
23%
Neither the teacher nor the students was aware of the schedule change.
21%
The book lying on the table, along with the pens, belong to Priya.
38%
Not only the views but also the layout was appreciated by the visitors.
A circle is inscribed in a square of side 10 cm. What is the area of the circle?
Anonymous Quiz
22%
100Ο cmΒ²
15%
50Ο cmΒ²
57%
25Ο cmΒ²
6%
10Ο cmΒ²
IPMAT by Career Launcher
A two-digit number is such that the digit in the tens place is 2 more than the digit in the units place. If the digits are reversed, the new number is 18 less than the original number. What is the original number?
Solution No .1 :
πQuick Tip: In such questions, check the difference between digits first, then reverse + subtract.
Option C: 53
Digits: 5 and 3
β‘οΈ 5 = 3 + 2 βοΈ
Reverse = 35
Check: 53 β 18 = 35 βοΈ
Perfect match!
πQuick Tip: In such questions, check the difference between digits first, then reverse + subtract.
Option C: 53
Digits: 5 and 3
β‘οΈ 5 = 3 + 2 βοΈ
Reverse = 35
Check: 53 β 18 = 35 βοΈ
Perfect match!
IPMAT by Career Launcher
2. Find the Missing Term in the Series
B3X, C10U, E39Q, ?, L885F
B3X, C10U, E39Q, ?, L885F
Solution No. 2:
π§ Number Pattern:
Next Number =(Previous Number Γ n)+n^2
3Γ2+4=10
10Γ3+9=39
39Γ4+16=172 β Missing number = 172
172 Γ5+25=885
π‘ First Letter Pattern:
B β C (skip 0)
C β E (skip 1)
E β H (skip 2)
β Missing first letter = H
π Last Letter Pattern:
X(24) β U(21) β Q(17) β L(12) β F(6)
Difference: β3, β4, β5, β6
β Missing last letter = L
Final Answer: H172L
π§ Number Pattern:
Next Number =(Previous Number Γ n)+n^2
3Γ2+4=10
10Γ3+9=39
39Γ4+16=172 β Missing number = 172
172 Γ5+25=885
π‘ First Letter Pattern:
B β C (skip 0)
C β E (skip 1)
E β H (skip 2)
β Missing first letter = H
π Last Letter Pattern:
X(24) β U(21) β Q(17) β L(12) β F(6)
Difference: β3, β4, β5, β6
β Missing last letter = L
Final Answer: H172L