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Every element of S1 is made greater than or equal to every element of S2 by adding to each element of S1 an integer x. Then, x cannot be less than:
- a)210
- b)The smallest value of S2
- c)The largest value of S2
- d)(G-L)
Correct answer is option 'D'. Can you explain this answer?
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Solution:
Let us assume that the smallest value of S1 is a and the largest value of S2 is b.
To make every element of S1 greater than or equal to every element of S2, we need to add the same integer x to every element of S1.
Thus, the smallest value of S1 after adding x will be a + x and the largest value of S2 after adding x will be b + x.
Therefore, x cannot be less than (b + x) - (a + x) = b - a.
Hence, the correct option is (G-L).
Explanation of options:
a) 210: This option cannot be correct as x can be less than 210 if (G-L) is less than 210.
b) The smallest value of S2: This option cannot be correct as x can be less than the smallest value of S2 if (G-L) is less than the smallest value of S2 - the largest value of S1.
c) The largest value of S2: This option cannot be correct as x can be less than the largest value of S2 if (G-L) is less than the largest value of S2 - the smallest value of S1.
d) (G-L): This is the correct option as we have proved above that x cannot be less than (G-L).
Let us assume that the smallest value of S1 is a and the largest value of S2 is b.
To make every element of S1 greater than or equal to every element of S2, we need to add the same integer x to every element of S1.
Thus, the smallest value of S1 after adding x will be a + x and the largest value of S2 after adding x will be b + x.
Therefore, x cannot be less than (b + x) - (a + x) = b - a.
Hence, the correct option is (G-L).
Explanation of options:
a) 210: This option cannot be correct as x can be less than 210 if (G-L) is less than 210.
b) The smallest value of S2: This option cannot be correct as x can be less than the smallest value of S2 if (G-L) is less than the smallest value of S2 - the largest value of S1.
c) The largest value of S2: This option cannot be correct as x can be less than the largest value of S2 if (G-L) is less than the largest value of S2 - the smallest value of S1.
d) (G-L): This is the correct option as we have proved above that x cannot be less than (G-L).
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Every element of S1 is made greater than or equal to every element of S2 by adding to each element of S1 an integer x. Then, x cannot be less than:a)210b)The smallest value of S2c)The largest value of S2d)(G-L)Correct answer is option 'D'. Can you explain this answer?
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Every element of S1 is made greater than or equal to every element of S2 by adding to each element of S1 an integer x. Then, x cannot be less than:a)210b)The smallest value of S2c)The largest value of S2d)(G-L)Correct answer is option 'D'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about Every element of S1 is made greater than or equal to every element of S2 by adding to each element of S1 an integer x. Then, x cannot be less than:a)210b)The smallest value of S2c)The largest value of S2d)(G-L)Correct answer is option 'D'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Every element of S1 is made greater than or equal to every element of S2 by adding to each element of S1 an integer x. Then, x cannot be less than:a)210b)The smallest value of S2c)The largest value of S2d)(G-L)Correct answer is option 'D'. Can you explain this answer?.
Every element of S1 is made greater than or equal to every element of S2 by adding to each element of S1 an integer x. Then, x cannot be less than:a)210b)The smallest value of S2c)The largest value of S2d)(G-L)Correct answer is option 'D'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about Every element of S1 is made greater than or equal to every element of S2 by adding to each element of S1 an integer x. Then, x cannot be less than:a)210b)The smallest value of S2c)The largest value of S2d)(G-L)Correct answer is option 'D'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Every element of S1 is made greater than or equal to every element of S2 by adding to each element of S1 an integer x. Then, x cannot be less than:a)210b)The smallest value of S2c)The largest value of S2d)(G-L)Correct answer is option 'D'. Can you explain this answer?.
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