CS-6105 - Discrete Mathematics oed answer key
Showing 141 to 160 of 326 total answers.
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Awesome StudentQuestion • Discrete Mathematics
The expression A∪B=B∪A is based on the associative law
Answer
False
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Awesome StudentQuestion • Discrete Mathematics
A binary relation R on a single set B is a subset ofB×B
Answer
True
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Awesome StudentQuestion • Discrete Mathematics
Commutative law and associative law mean the same thing
Answer
False
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Awesome StudentQuestion • Discrete Mathematics
Deduction rule is an argument that is not always right.
Answer
False
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Awesome StudentQuestion • Discrete Mathematics
If A={2, 4, 6} and B = {1, 3, 5} then A ∪ B = {2, 4, 6}
Answer
{1, 2, 3, 4, 5, 6}
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Awesome StudentQuestion • Discrete Mathematics
In the absorption law, the setXÈ(X Ç Y)is equivalent to
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Awesome StudentQuestion • Discrete Mathematics
It is a rule that assigns each input exactly one output
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Awesome StudentQuestion • Discrete Mathematics
It refers to making products look, feel, and sound good
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Awesome StudentQuestion • Discrete Mathematics
The Broncos will win the Super Bowl or I’ll eat my hat.
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Awesome StudentQuestion • Discrete Mathematics
Which of the following are considered as disjoint sets?
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Awesome StudentQuestion • Discrete Mathematics
If f and g are onto then the function (gof) is also onto
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Awesome StudentQuestion • Discrete Mathematics
The set-builder notation for the set A = {2, 4, 6, 8} is
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Awesome StudentQuestion • Discrete Mathematics
The set-builder notation for the set X = {1, 2, 3, 4} is
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Awesome StudentQuestion • Discrete Mathematics
Under the complement law, the set AÇ A' is equivalent to
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Awesome StudentQuestion • Discrete Mathematics
What is the minimum height height of a full binary tree?
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Awesome StudentQuestion • Discrete Mathematics
A ____ is a ___which starts and stops at the same vertex.
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Awesome StudentQuestion • Discrete Mathematics
How many spanning trees are possible in the given figure?
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Awesome StudentQuestion • Discrete Mathematics
Identify the propositional logic of the truth table given
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Awesome StudentQuestion • Discrete Mathematics