Questions 371–380 of 959. Imported answers require independent review unless marked reviewed.

Topic practice 959 questionsPage 38 of 96

Question 6

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In the last few years, several new shopping malls were opened in the city. The total number of visitors in the malls is impressive. However, the total revenue generated through sales in the shops in these malls is generally low.
Which one of the following is the CORRECT logical inference based on the information in the above passage?
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Question 7

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In a partnership business the monthly investment by three friends for the first six months is in the ratio 3: 4: 5. After six months, they had to increase their monthly investments by 10%, 15% and 20%, respectively, of their initial monthly investment. The new investment ratio was kept constant for the next six months.
What is the ratio of their shares in the total profit (in the same order) at the end of the year such that the share is proportional to their individual total investment over the year?
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Question 8

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Consider the following equations of straight lines:
Line L1:

Line L2:

Line L3:

Line L4:

Which one among the following is the correct statement?
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Question 9

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Given below are two statements and four conclusions drawn based on the statements.
Statement 1: Some soaps are clean.
Statement 2: All clean objects are wet.
Conclusion I: Some clean objects are soaps.
Conclusion II: No clean object is a soap.
Conclusion III: Some wet objects are soaps.
Conclusion IV: All wet objects are soaps.
Which one of the following options can be logically inferred?
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Question 10

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An ant walks in a straight line on a plane leaving behind a trace of its movement. The initial position of the ant is at point P facing east.
The ant first turns

anticlockwise at P, and then does the following two steps in sequence exactly FIVE times before halting.
moves forward for 10 cm.
turns

clockwise.
The pattern made by the trace left behind by the ant is
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Question 11

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The value of

is
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Question 12

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Let

be the set of complex numbers. Let the function

for

be analytic in

, where

If

denotes the derivative of

, then
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Question 13

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If the partial differential equation

is parabolic on the circle

, then the values of

,

and

are given by
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Question 18

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Let

be the continuous function such that

for all

, where

for all

. Then

is equal to
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Question 19

Open question
XE-AMCQ2 marksNeeds review
Let

and

be

matrices with real entries. Consider the following statements:
P: If

is symmetric then

Number of nonzero eigen values (count multiplicity) of

.
Q: If

then

.
Then
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