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Q #21
:

AIMCAT Logical Question

Given signs signify something and on that basis, assume the given statements to be true and find which of the two conclusions I and II is/are definitely true.

"%" denotes "greater than"

">" denotes "equal to"

"=" denotes "not less than"

"@" denotes "not equal to"

"#" denotes "less than"

"*" denotes "not greater than"


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Statements

P=Q, S#R, T*Q

Conclusions

1. T*P

2. T%Q


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+

Only 1st is true.

% >

> =

= ≥

@ (> or <)

# <

* ≤



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Q #22
:

AIMCAT Logical Question

Given signs signify something and on that basis, assume the given statement to be true. Answer the question basis the information provided.

"#" denotes "greater than"

“/” denotes "equal to"

"&" denotes "not equal to"

"+" denotes "lesser than"

"%" denotes "a little more than"

"*" denotes "a little less than"


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If A*B and B/C, then
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+

A*B mean little less than and b/c means equal to so C is little more than A

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Q #23
:

AIMCAT Logical Question

The question consists of a problem question followed by two statements I and II. Find out if the information given in the statement(s) is sufficient in finding the solution to the problem.


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How much time would a machine take to put caps on 300 bottles?

Statements:

I. It takes 8 hours to put caps on 300 bottles manually.

II. It takes 2 minutes lesser to put cap on a bottle using machine than putting it manually.


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+

From 1st statement, time taken to put cap on bottles manually is given and from 2nd statement it is clear that it takes 2 min less to put cap on bottles by machine rather than manually. So from both statements we can find the time taken to put cap on bottles.

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Q #24
:

AIMCAT Logical Question


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The time showed by the clock at a moment is 8 am then the respective time of after and before 42896 hours is
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+

We can express 42896 as 42896 = 24(1787) + 8 Therefore after 42896 hours the time is 8 am + 8 hours 8am + 4 hours + 4 hours 12 pm + 4hours 4pm And before 42896 hours is 8am - 8 hours = 12 am Hence the required answer is option a.

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Q #25
:

AIMCAT Logical Question


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9, 3, 18, 6, 36, 12, …….
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+

Two series alternatively ever no. multiply with 2

9*2=18*2=36*2=72



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