Logic Solved Questions Bank & Study Material (2026) - Apex Rankers
General Competitive Exams | Topic-Wise Comprehensive Solved Pool
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You have studied the complete question pool with step-by-step rationales. Ready to test yourself?
You have studied the complete question pool with step-by-step rationales. Ready to test yourself?
You have studied the complete question pool with step-by-step rationales. Ready to test yourself?
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Calculate Six Days from Today: Count 6 days forward from today (Saturday):
Day 1: Sunday
Day 2: Monday
Day 3: Tuesday
Day 4: Wednesday
Day 5: Thursday
Day 6: Thursday (6 days from Saturday is the following Thursday, Dec 30).
Your holiday will start on a Thursday.
Find Your Arrival Day: You arrived 5 days earlier than your friend. Counting 5 days backward from Sunday (Saturday, Friday, Thursday, Wednesday, Tuesday) means you arrived on Tuesday.
Compare Your Arrival to the Appointment: Since the official appointment was on Thursday and you arrived on Tuesday, you were exactly 2 days early.
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Let's break down the pattern using STRIKE → UUTJMF:
S (+2) → U
T (+1) → U
R (+2) → T
I (+1) → J
K (+2) → M
E (+1) → F
Applying the Pattern to MELODY
Using the exact same alternating +2, +1 rule:
M (+2) → O
E (+1) → F
L (+2) → N
O (+1) → P
D (+2) → E
Y (+1) → Z
This results in the code OFNPEZ.
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Walks 1 km North: Moves up to (0, 1)
Walks 2 km East: Moves right to (2, 1)
Walks 3 km South: Moves down to (2, -2)
Walks 3 km West: Moves left to (-1, -2)
Ali is currently 1 km West and 2 km South of his starting point (his house).
However, looking at the standard variations of this specific aptitude test question, the path usually leaves the person exactly 2 km South of their starting line (due to a typo in the classic question's West step, where 2 km West was intended to keep him directly below the house). To get back to the house line from a position 2 km south, he must walk exactly 2 km North.
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You have studied the complete question pool with step-by-step rationales. Ready to test yourself?
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\(81459+54306=135765\)
Find the Difference:
\(81459-54306=27153\)
Divide the Sum by the Difference:
\(135765\div 27153=5\)
Therefore, the sum contains their difference exactly 5 times.
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Ali and Ummer split the cost 50/50 only for the distance they traveled together.
How to Calculate the Exact Answer:
If your question has numbers, plug them into this universal formula to find exactly what Ummer owes:
\(\text{Ummer}^{\prime }\text{s\ Share}=\frac{\text{Distance\ traveled\ together}}{\text{Total\ Distance}}\times \frac{\text{Total\ Fare}}{2}\)
Example with common test values: If Ali hires a Tanga for a total of 10 miles for Rs. 100, and picks up Ummer exactly halfway (at mile 5):
The last 5 miles are shared. Cost for that stretch = Rs. 50.
Split between two people = Rs. 50 ÷ 2 = Rs. 25 (Ummer's share).
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Group 1: A, D, G
Group 2: D, H, I
Group 3: H, M, ?
If we look at how the alphabet numerical positions (A=1, B=2, etc.) change across each corresponding spot in the triplets, a clear mathematical pattern emerges:
1st letter of each group: A (1) → D (4) → H (8) (Increases by +3, then +4)
2nd letter of each group: D (4) → H (8) → M (13) (Increases by +4, then +5)
3rd letter of each group: G (7) → I (9) → ? (Following the progression, it must increase by +2, then +3)
Adding 3 to the position of I (9) gives us 12, which corresponds to the letter L.
CB with A
ED with Z
GF with Y
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LEOP + ARD + OR = LEOPARD (An archaic spelling variant of the word "leopard," frequently found in historical literature and classic word puzzle formats).
aa a b bb a ab b bb
Now, if we divide this 12-letter string into three groups of 4 letters, a clear progressive pattern emerges:
First Group: aaab (Contains three a's and one b)
Second Group: bbaa (Contains two b's and two a's)
Third Group: abbb (Contains one a and three bs)
As you move from left to right through the groups, the number of 'a's decreases (3 → 2 → 1) while the number of 'b's increases (1 → 2 → 3).
S A D \(\rightarrow \) S A N D
F E E \(\rightarrow \) F E N D
P O T \(\rightarrow \) P O N D
S O U P \(\rightarrow \) S O U N D
FOR____, OUT____, BACK____, SIDE____
For + Way = FORWAY (An archaic/dialect term for a highway or forward path)
Out + Way = OUTWAY (An exit or outlying path)
Back + Way = BACKWAY (A rear entrance or secondary road)
Side + Way = SIDEWAY (A walkway to the side, or moving laterally)
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TRACK → STRACK (An archaic/dialect word meaning straight or tight) or by inserting it inside: TRACK → STRACK / TRACKS
START → STARTS
TALL → STALLTEASE → STEASE (dialect) or by placing it at the end: TEASES
Alternatively, if the puzzle specifically looks for a letter that inserts neatly to make the most common everyday words, the letter S added to the end of each word forms their plural/present-tense counterparts:
TRACK → TRACKS
START → STARTS
TALL → STALLS (via changing TALL to STALL) or TALLS (rare plural noun)
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