Question for Verification of Truth/ Lie of Statements - 2
Try yourself:Given below is a question followed by two statements I and II. Decide which of the statements is/are sufficient to answer the question.
What is the colour of the sky?
I. Red is green, green is blue.
II. Blue is pink, pink is red.
Explanation
The logic folllows here is:
I. Red is green, green is blue.
The codes in tabular form:
→ The colour of the sky is blue but here Green is Blue and no information for Blue is given. Thus, the statement is not sufficient to answer.
II. Blue is pink, pink is red.
→ The colour of the sky is blue but here Blue is Pink. So, the colour of the sky is Pink. Thus, the statement is sufficient to answer.
Hence, the correct answer is "II alone is sufficient while I alone is not sufficient".
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:In the data given below, there is a question and two statements numbered I and II given below it. You have to decide whether the data provided in the statements are sufficient to answer the question. Read both the statements and select an appropriate answer.
Question: Vinod’s flat is located in which floor?
Statement I: Vinod’s flat is located in an odd numbered floor in a four-floored apartment, but he is not in the first floor.
Statement II: Guru’s flat is in the second floor.
Explanation
As per the given information:
Statement I: Vinod’s flat is located on an odd-numbered floor in a four-floored apartment, but he is not on the first floor.
Here, it is clear that Vinod is lived on 3rd floor
Statement II: Guru’s flat is on the second floor.
Here, it is not clear which Vinod lived on which floor.
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:Number of bacteria in a container doubles in every one minute. If the container gets completely filled with bacteria in 30 minutes, then in how many minutes 1/4th of the container shall be filled with bacteria?
Explanation
Given
The container gets completely filled with bacteria = 30 minutes
Concept
Every 1 minute = Number of bacteria in a container doubles
Solution
No. of bacteria intially in the cup = 1
After 1 min no. of cells will be 2 × 1 = 2¹
After 2 min = 2 × 2 = 2²
After 3 min = 2 × 2 × 2 = 2³
So, after 30 min no. of cells will be 230
Quantity of whole cup = 230 cells
Quantity of 1/4th a cup = 230/22 = 228
Thus, time taken to fill half of the cup = 28 min
Hence, it will be 1/4th in 28 minutes.
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:In the data given below, there is a question and two statements numbered I and II given below it. You have to decide whether the data provided in the statements are sufficient to answer the question. Read both statements and select an appropriate answer.
Question: Who secured first rank among X, Y, Z, P, and Q?
Statement I: X secured rank higher than Q and Y, but X is not the topper.
Statement II: P did not secure first rank.
Explanation
The logic followed here is:
In Statement I, it is given that X secured a rank higher than Q and Y but X is not the topper. However, it doesn't specify who secured the first rank.
In Statement II, it is given that P did not secure the first rank. However, it doesn't specify who secured the first rank.
Combining both statements, we know that X is not the topper and P is not the topper. it is given that X secured a rank higher than Q and Y.
By combining both statements we get Z as secured first rank.
Therefore, Both Statement I and Statement II together are necessary to answer the question.
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:A clock is set right at 5 A.M. The clock loses 16 minutes in 24 hours. What will be the true time when the clock indicates 10 P.M. on 4th day?
Explanation
The logic follows here is:
Number of hours between 5 A.M. to 10 P.M. of the Fourth day = 24 + 24 + 24 + 17 = 89 hours
The clock loses 16 minutes in 24 hours.
Thus, the clock shows 23 hours 44 minutes = Actual correct clock time is 24 hours.
→ 23 + 44/60 = 24 hours
→ 23 + 11/15 = 24 hours
→ {(23 × 15) + 11}/15 = 24 hours
→ 356/15 = 24 hours
Now, for 1 hour = (24 × 15) / 356
→ 360 / 356
And, for 89 hours = 89 × 360 / 356
→ 90 hours
Therefore, the true time of the clock is (90 - 89 = 1 hour) more than the current showing time = 10 P.M. on the fourth day + 1 hour = 11 P.M. on the fourth day.
Hence, the correct answer is "11 P.M.".
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:If 7461 is coded as 135, then what will be the code for 6893?
Explanation
The logic follows here is,
7461 is coded as 135:
→ 74 + 61 = 135
Similarly,
6893 will be coded as:
→ 68 + 93 = 161
Hence, the correct answer is "161".
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:In a certain code, '467' means 'leaves are green', '485' means 'green is good' and '639' means 'they are playing'. Which digit stands for 'leaves' in that code?
Explanation
According to the given information:
The codes in tabular form:
Thus, the code for 'leaves' is '7'.
Hence, the correct answer is "7".
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:A person traverses a certain distance in one hour, 24 minutes by covering two third of the distance at 4 km per hour and the rest at 5 km per hour. Find the distance covered by the person.
Explanation
Given:
Total time is taken = 1 hour 24 min = 7/5 hour
Speed for two-third distance = 4 km/h
Speed for remaining distance = 5 km/h
Formula used:
Distance = Speed x Time
Calculation:
Let the total distance be x km
Distance = Speed x Time
⇒ Time = Distance/Speed
⇒ x / 6 + x / 15 = 7 / 5
⇒ x = 6
The total distance is 6 km.
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:If the word EARTH be written as QPMZS in coded form, how can the word HEART be written in the same code?
Explanation
The logic follows here is:
EARTH be written as QPMZS
Similarly,
HEART will be written as:
Hence, the correct answer is "SQPMZ".
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:A person reaches his destination 40 minutes late if his speed is 3 km/hr and reaches 30 minutes before time if his speed is 4 km/hr. What is the distance of his destination from the starting point? (in km)
Explanation
Given:
A person reaches his destination 40 minutes late if his speed is 3 km/hr and reaches 30 minutes before time if his speed is 4 km/hr.
Calculation:
Let the distance to the destination be d km.
When the person travels at 3 km/hr, the time taken to cover the distance d is given by:
d/3 + 40/60 = d/3 + 2/3 hours
When the person travels at 4 km/hr, the time taken to cover the distance d is given by:
d/4 - 30/60 = d/4 - 1/2 hours
we can equate the two expressions for time:
d/3 + 2/3 = d/4 - 1/2
Multiplying both sides by 12 to get rid of the fractions, we get:
4d + 8 = 3d - 6
d = 14 km
Therefore, the distance of the destination from the starting point is 14 km.
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:A pen always has
Explanation
The nib is an integral part of a pen; a pen cannot write without a nib.
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:A hospital always has
Explanation
A hospital is set up to treats people, and a doctor is the authorized person to treat people.
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:A camera always has
Explanation
A camera cannot work without the lens.
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:A tree always has
Explanation
A tree cannot grow or exist without roots.
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Question for Verification of Truth/ Lie of Statements - 2
Try yourself:A river always has
Explanation
A river cannot exist without banks.
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