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Define the functions:
A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))
B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))
C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))
D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))
Max (x, y, z) = Maximum of x, y and z.
Min (x, y, z) = Minimum of x, y and z.
Assume that x, y and z are distinct integers.
A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))
B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))
C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))
D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))
Max (x, y, z) = Maximum of x, y and z.
Min (x, y, z) = Minimum of x, y and z.
Assume that x, y and z are distinct integers.
Q.
For what condition will A(x, y, z) not be equal to B (x, y, z)?
- a)x > y > z
- b)y > z > x
- c)z > y > x
- d)None of these
Correct answer is option 'C'. Can you explain this answer?
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Verified Answer
Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, ...
A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))
B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))
C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))
D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))
Max (x, y, z) = Maximum of x, y and z.
Min (x, y, z) = Minimum of x, y and z.
Assume that x, y and z are distinct integers.
B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))
C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))
D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))
Max (x, y, z) = Maximum of x, y and z.
Min (x, y, z) = Minimum of x, y and z.
Assume that x, y and z are distinct integers.
Ans:-
When z is maximum, A and B would give different values. Thus, option (c) is correct.
Most Upvoted Answer
Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, ...
Explanation:
To determine when A(x, y, z) is not equal to B(x, y, z), we need to compare the expressions for A and B and identify the conditions under which they differ.
Expression for A(x, y, z):
A(x, y, z) = Max(max(x, y), min(y, z), min(x, z))
Expression for B(x, y, z):
B(x, y, z) = Max(max(x, y), min(y, z), max(x, z))
Comparing the expressions:
To identify the conditions when A(x, y, z) is not equal to B(x, y, z), we need to compare the arguments of the max function in both expressions.
1. The first argument is max(x, y), which is the same in both expressions.
2. The second argument is min(y, z), which is the same in both expressions.
3. The third argument differs between the two expressions:
- In A(x, y, z), the third argument is min(x, z).
- In B(x, y, z), the third argument is max(x, z).
Condition for A(x, y, z) not equal to B(x, y, z):
A(x, y, z) will not be equal to B(x, y, z) when the third argument in both expressions is not equal.
In this case, the third argument in A(x, y, z) is min(x, z), and the third argument in B(x, y, z) is max(x, z).
The condition for A(x, y, z) not equal to B(x, y, z) is when:
- z < x="" (z="" is="" less="" than="" />
Answer:
The condition for A(x, y, z) not equal to B(x, y, z) is z < /> (z is less than x).
To determine when A(x, y, z) is not equal to B(x, y, z), we need to compare the expressions for A and B and identify the conditions under which they differ.
Expression for A(x, y, z):
A(x, y, z) = Max(max(x, y), min(y, z), min(x, z))
Expression for B(x, y, z):
B(x, y, z) = Max(max(x, y), min(y, z), max(x, z))
Comparing the expressions:
To identify the conditions when A(x, y, z) is not equal to B(x, y, z), we need to compare the arguments of the max function in both expressions.
1. The first argument is max(x, y), which is the same in both expressions.
2. The second argument is min(y, z), which is the same in both expressions.
3. The third argument differs between the two expressions:
- In A(x, y, z), the third argument is min(x, z).
- In B(x, y, z), the third argument is max(x, z).
Condition for A(x, y, z) not equal to B(x, y, z):
A(x, y, z) will not be equal to B(x, y, z) when the third argument in both expressions is not equal.
In this case, the third argument in A(x, y, z) is min(x, z), and the third argument in B(x, y, z) is max(x, z).
The condition for A(x, y, z) not equal to B(x, y, z) is when:
- z < x="" (z="" is="" less="" than="" />
Answer:
The condition for A(x, y, z) not equal to B(x, y, z) is z < /> (z is less than x).
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Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))Max (x, y, z) = Maximum of x, y and z.Min (x, y, z) = Minimum of x, y and z.Assume that x, y and z are distinct integers.Q.For what condition will A(x, y, z) not be equal to B (x, y, z)?a)x > y > zb)y > z > xc)z > y > xd)None of theseCorrect answer is option 'C'. Can you explain this answer?
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Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))Max (x, y, z) = Maximum of x, y and z.Min (x, y, z) = Minimum of x, y and z.Assume that x, y and z are distinct integers.Q.For what condition will A(x, y, z) not be equal to B (x, y, z)?a)x > y > zb)y > z > xc)z > y > xd)None of theseCorrect answer is option 'C'. 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 Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))Max (x, y, z) = Maximum of x, y and z.Min (x, y, z) = Minimum of x, y and z.Assume that x, y and z are distinct integers.Q.For what condition will A(x, y, z) not be equal to B (x, y, z)?a)x > y > zb)y > z > xc)z > y > xd)None of theseCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))Max (x, y, z) = Maximum of x, y and z.Min (x, y, z) = Minimum of x, y and z.Assume that x, y and z are distinct integers.Q.For what condition will A(x, y, z) not be equal to B (x, y, z)?a)x > y > zb)y > z > xc)z > y > xd)None of theseCorrect answer is option 'C'. Can you explain this answer?.
Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))Max (x, y, z) = Maximum of x, y and z.Min (x, y, z) = Minimum of x, y and z.Assume that x, y and z are distinct integers.Q.For what condition will A(x, y, z) not be equal to B (x, y, z)?a)x > y > zb)y > z > xc)z > y > xd)None of theseCorrect answer is option 'C'. 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 Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))Max (x, y, z) = Maximum of x, y and z.Min (x, y, z) = Minimum of x, y and z.Assume that x, y and z are distinct integers.Q.For what condition will A(x, y, z) not be equal to B (x, y, z)?a)x > y > zb)y > z > xc)z > y > xd)None of theseCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))Max (x, y, z) = Maximum of x, y and z.Min (x, y, z) = Minimum of x, y and z.Assume that x, y and z are distinct integers.Q.For what condition will A(x, y, z) not be equal to B (x, y, z)?a)x > y > zb)y > z > xc)z > y > xd)None of theseCorrect answer is option 'C'. Can you explain this answer?.
Solutions for Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))Max (x, y, z) = Maximum of x, y and z.Min (x, y, z) = Minimum of x, y and z.Assume that x, y and z are distinct integers.Q.For what condition will A(x, y, z) not be equal to B (x, y, z)?a)x > y > zb)y > z > xc)z > y > xd)None of theseCorrect answer is option 'C'. Can you explain this answer? in English & in Hindi are available as part of our courses for Quant.
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Here you can find the meaning of Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))Max (x, y, z) = Maximum of x, y and z.Min (x, y, z) = Minimum of x, y and z.Assume that x, y and z are distinct integers.Q.For what condition will A(x, y, z) not be equal to B (x, y, z)?a)x > y > zb)y > z > xc)z > y > xd)None of theseCorrect answer is option 'C'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of
Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))Max (x, y, z) = Maximum of x, y and z.Min (x, y, z) = Minimum of x, y and z.Assume that x, y and z are distinct integers.Q.For what condition will A(x, y, z) not be equal to B (x, y, z)?a)x > y > zb)y > z > xc)z > y > xd)None of theseCorrect answer is option 'C'. Can you explain this answer?, a detailed solution for Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))Max (x, y, z) = Maximum of x, y and z.Min (x, y, z) = Minimum of x, y and z.Assume that x, y and z are distinct integers.Q.For what condition will A(x, y, z) not be equal to B (x, y, z)?a)x > y > zb)y > z > xc)z > y > xd)None of theseCorrect answer is option 'C'. Can you explain this answer? has been provided alongside types of Define the functions:A(x, y, z) = Max (max (x, y), min (y, z) min (x, z))B(x, y, z) = Max (max (x, y), min (y, z) max (x, z))C(x, y, z) = Max (min (x, y), min (y, z) min (x, z))D(x, y, z) = Min (max (x, y), max (y, z) max (x, z))Max (x, y, z) = Maximum of x, y and z.Min (x, y, z) = Minimum of x, y and z.Assume that x, y and z are distinct integers.Q.For what condition will A(x, y, z) not be equal to B (x, y, z)?a)x > y > zb)y > z > xc)z > y > xd)None of theseCorrect answer is option 'C'. Can you explain this answer? theory, EduRev gives you an
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