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Question 1 of 5
1. Question
Given below is a map to reach G from A via 5 cities. The number again each route denotes the cost incurred between two cities. e.g. Travel between cities B and E costs Rs. 4. What a5 would be the least cost (in Rs. ) incurred to reach G from A?
Correct
Ans: b
The possible routes between A and G (along with the respective costs in Rs. ) are given below
ABEG : 2+4+5=Rs.11
ADEG: 6+3+5 = Rs. 14
ADG : 6+6 = Rs. 12
ADFG : 6+2+4 = Rs. 12
ACFG : 3+5+4 = Rs. 12
Thus, the least cost is Rs. 11
Incorrect
Ans: b
The possible routes between A and G (along with the respective costs in Rs. ) are given below
ABEG : 2+4+5=Rs.11
ADEG: 6+3+5 = Rs. 14
ADG : 6+6 = Rs. 12
ADFG : 6+2+4 = Rs. 12
ACFG : 3+5+4 = Rs. 12
Thus, the least cost is Rs. 11
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Question 2 of 5
2. Question
Shahid and Rohit start from the same point in opposite directions. After each 1 km, Shahid always turns left and Rohit always turns right.
Which of the following statements is correct?
Correct
Ans: b
According to the given information, we can make the following direction diagram
Here R⇒Rohit, S ⇒ Shahid
From the above direction diagram, they meet after each has travelled 3 km.
Incorrect
Ans: b
According to the given information, we can make the following direction diagram
Here R⇒Rohit, S ⇒ Shahid
From the above direction diagram, they meet after each has travelled 3 km.
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Question 3 of 5
3. Question
Find the angle between the hour and the minute hand of a clock when the time is 5:35.
Correct
Ans: c
Angle traced by hour hand in 12 h = 360°
Now, angle traced by the hour hand In 5(35/60)h = (67/12)h
=[(360/12)x(67/12)]° = [167(1/2)]°
Because Angle traced by minute hand in 60 min = 360°
Because Angle traced by minute hand in 35 min = [(360/60)]°=210
So, the required angle = [210-167(1/2)] = 42(1/2)°
Incorrect
Ans: c
Angle traced by hour hand in 12 h = 360°
Now, angle traced by the hour hand In 5(35/60)h = (67/12)h
=[(360/12)x(67/12)]° = [167(1/2)]°
Because Angle traced by minute hand in 60 min = 360°
Because Angle traced by minute hand in 35 min = [(360/60)]°=210
So, the required angle = [210-167(1/2)] = 42(1/2)°
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Question 4 of 5
4. Question
Consider the following figure and answer the question that follows.
What is the total number of triangles in the above grid?
Correct
Ans: c
The number of triangle of triangles of unit length = 1+ 3+5+3 = 12
The number of triangles of length 2 units = 1+2+3=6
And there is one inverted triangle of length 2 units.
So, total number of triangles of length 2 units = 6+1 = 7
The number of triangles of length 3 units. = 1+2 = 3
The number of triangles of length 4 units = 1
Total number of triangles = 12+7+3+1=23
Incorrect
Ans: c
The number of triangle of triangles of unit length = 1+ 3+5+3 = 12
The number of triangles of length 2 units = 1+2+3=6
And there is one inverted triangle of length 2 units.
So, total number of triangles of length 2 units = 6+1 = 7
The number of triangles of length 3 units. = 1+2 = 3
The number of triangles of length 4 units = 1
Total number of triangles = 12+7+3+1=23
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Question 5 of 5
5. Question
The elements of the problem figures given below are changing with a certain rule as we observe them from left to right.
According to this rule, which of the following would be the next figure, if the changes ere continued with the same rule?
Correct
Ans: d
Triangle is present in middle and above while circle is changing anti-clockwise. The lines are also changing anti-clockwise. Hence, option (d) is correct.
Incorrect
Ans: d
Triangle is present in middle and above while circle is changing anti-clockwise. The lines are also changing anti-clockwise. Hence, option (d) is correct.
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