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A agrees to pay B Rs. 1000 if the two straight lines should enclose a space
- a)The agreement is void
- b)The agreement is not void
- c)Either a or b
- d)None of them
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
A agrees to pay B Rs. 1000 if the two straight lines should enclose a ...
A agrees to pay B 1,000 rupees if two straight lines should enclose a space. The agreement is void. Contingent agreements to do or not to do anything, if an impossible event happens, are void, whether the impossibility of the event is known or not to the parties to the agreement at the time when it is made.
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A agrees to pay B Rs. 1000 if the two straight lines should enclose a ...
Analysis:
To analyze whether the agreement is void or not, we need to understand the concept of "enclosing a space" in the context of straight lines.
Explanation:
In geometry, two straight lines can either intersect or be parallel to each other. If two straight lines intersect, they enclose a space. If they are parallel, they do not enclose a space.
Case 1: Straight lines intersect
If the two straight lines intersect, they enclose a space, and therefore the agreement is valid. In this case, A would be required to pay B Rs. 1000.
Case 2: Straight lines are parallel
If the two straight lines are parallel, they do not enclose a space, and therefore the agreement is void. In this case, A would not be required to pay B Rs. 1000.
Conclusion:
Based on the understanding of the concept, if the two straight lines do not enclose a space (i.e., they are parallel), the agreement is void. Thus, the correct answer is option 'A' - The agreement is void.
Note:
It is important to note that the given question does not provide any information about the inclination or orientation of the straight lines. Therefore, we can assume that the lines can be oriented in any direction.
To analyze whether the agreement is void or not, we need to understand the concept of "enclosing a space" in the context of straight lines.
Explanation:
In geometry, two straight lines can either intersect or be parallel to each other. If two straight lines intersect, they enclose a space. If they are parallel, they do not enclose a space.
Case 1: Straight lines intersect
If the two straight lines intersect, they enclose a space, and therefore the agreement is valid. In this case, A would be required to pay B Rs. 1000.
Case 2: Straight lines are parallel
If the two straight lines are parallel, they do not enclose a space, and therefore the agreement is void. In this case, A would not be required to pay B Rs. 1000.
Conclusion:
Based on the understanding of the concept, if the two straight lines do not enclose a space (i.e., they are parallel), the agreement is void. Thus, the correct answer is option 'A' - The agreement is void.
Note:
It is important to note that the given question does not provide any information about the inclination or orientation of the straight lines. Therefore, we can assume that the lines can be oriented in any direction.
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A agrees to pay B Rs. 1000 if the two straight lines should enclose a spacea)The agreement is voidb)The agreement is not voidc)Either a or bd)None of themCorrect answer is option 'A'. Can you explain this answer? for CLAT 2025 is part of CLAT preparation. The Question and answers have been prepared according to the CLAT exam syllabus. Information about A agrees to pay B Rs. 1000 if the two straight lines should enclose a spacea)The agreement is voidb)The agreement is not voidc)Either a or bd)None of themCorrect answer is option 'A'. Can you explain this answer? covers all topics & solutions for CLAT 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A agrees to pay B Rs. 1000 if the two straight lines should enclose a spacea)The agreement is voidb)The agreement is not voidc)Either a or bd)None of themCorrect answer is option 'A'. Can you explain this answer?.
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