348 Answered Questions for the topic discrete mathematics
01/17/20
Mathematics IT (Discrete Structures)
For items 31 – 34. Fill in the blanks with word to complete the statement.a. Negation b. Tautology c. Aristotle d. Premise 31. The father of logic...
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01/16/20
2. Select all and only the correct choices below.
2. Select all and only the correct choices below.(a) Suppose you were told that the positive integer n1 has the property that n1 div 2 = 0. Whichof the following can you conclude?i. n1 has a binary...
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01/14/20
r mod 16 = 0 and g mod 16 = 0 and b mod 16 = 0. Give three distinct examples of such colors.
Suppose you were told that the colors that will work best for your web app are (r, g, b) wherer mod 16 = 0 and g mod 16 = 0 and b mod 16 = 0. Give three distinct examples of suchcolors. For each...
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12/23/19
Prove the division theorem.
I need the proof of the division theorem for positive integers using induction.
12/23/19
Division theorem by induction.
Help! How can I prove the division theorme for positive integers using induction?
12/04/19
Pattern Proof - Logic
Symbolize and test for the validity of the following arguement using pattern proof If u send me a message then I will come to meet you. If you do not send me a message then I will go to China....
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11/08/19
any ideas in how to solve this problem ?
A coin is tossed four times. Then it is tossed again, the number of times a head was obtained in the first four tosses. What is the probability of getting at least 5 heads altogether?
10/30/19
can I get some explanation for this problem please
A coin is tossed four times. Then it is tossed again, the number of times a head was obtained in the first four tosses. What is the probability of getting at least 5 heads altogether?
10/24/19
I can anyone help me understanding this problem
Let F and G be sequences which satisfy the joint recursion:𝐹𝑛+1 = 𝑎𝐹𝑛 + 𝑏𝐺𝑛𝐺𝑛+1 = 𝑐𝐹𝑛 + 𝑑𝐺𝑛Where a, b, c, and d are non-zero constants. Find recursions for F and G individually.
10/18/19
Clausal and Axiom Forms
How do we represent the above facts in 1)axiom form and 2)clausal form1) All babies are innocent2) Anyone who is innocent and affectionate will be loved by others3) Anyone who is loved by...
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10/18/19
please try to explain it as much as you can
Sixteen L shapes like the ones below have been fitted into a rectangular shape. Each L has one hole, and there are four of each type in the rectangle. No two pieces of the same type are...
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Discrete Mathematics
10/16/19
Integer solution to the equation 3x+4=7y
An integer solution to the equation 3x + 4 = 7yis an ordered pair of integers (x, y) that satisfies the equation. For example, (1, 1) is one such solution. Write the set of all integer solutions to...
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Discrete Mathematics
10/16/19
Write down all elements of ({5, 6, 7} ∩ {6, 7, 8, 9}) ∪ {10, 11}. (Enter your answer in set notation.)
10/12/19
Axioms --> Clausal Form
Question :Consider the following sentences and prove that "Diana will win the game"1.All Players are clever.2.Anyone who is clever and dedicated can play the game well.3.Anyone who is playing the...
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10/09/19
Quantifiers/Axiom to Clausal form
Question : Consider the following sentences and prove that "Diana will win the game"1.All Players are clever.2.Anyone who is clever and dedicated can play the game well.3.Anyone who is playing the...
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10/08/19
Logic , Quantifiers , Logical Formula
Please note that I'll be using the following notations as follows, throughout the question.VX - For all X (Universal Quantifier)EX - For some X(Existential quantifier)Consider the logic formulas G1...
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10/06/19
Logic/Discrete Mathematics
Suppose one wishes to prove that "if all X are Y, then all Z are W". To do this, it would suffice to show that
All Z are X, and all Y are W.
All X are Z, and all W are Y.
All Y are Z, and all W are...
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10/06/19
Discrete Mathematics - Logic
Could anyone explain what is the correct answer and why are the others are incorrect?Let P(x) be a property about some object x of type X. If we want to disprove the claim that "P(x) is true for...
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10/03/19
please make a significant effort to the problem and organized summary of the process you have followed and conclusions you can draw.
Five applicants are to be scheduled for job interviews at five given times. On an application form, each applicant was asked to mark two out of the five times. What is the probability that each of...
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09/27/19
how can I know all the probabilities
Five applicants are to be scheduled for job interviews at five given times. On an application form, each applicant was asked to mark two out of the five times. What is the probability that each of...
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09/24/19
I need a good explanation for this problem please
We’ll call a set of numbers un-average if the average of any two numbers in the set is not in the set. So {1, 3, 6, 7, 10} is un-average, but {1, 3, 6, 7, 9} is not. What is the largest set of...
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09/23/19
anyone can help me with this problem with some explanation
We’ll call a set of numbers un-average if the average of any two numbers in the set is not in the set. So {1, 3, 6, 7, 10} is un-average, but {1, 3, 6, 7, 9} is not. What is the largest set of...
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09/20/19
any idea in how to solve this ?
In a giant bin, we stir together 2019 red jelly beans and 2019 green jelly beans. We pull 3 jelly beans out of the bin at a time. There are two possibilities – they are all the same color or there...
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09/19/19
please show me how to solve it or what will be the outcome
In a giant bin, we stir together 2019 red jelly beans and 2019 green jelly beans. We pull 3 jelly beans out of the bin at a time. There are two possibilities – they are all the same color or there...
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Discrete Mathematics Discrete Math
09/10/19
How am I supposed to show the predicate as true?
Given a while loop and a predicate. Show that if the predicate is true before entry to the loop, then it is also true after exit from the loop.predicate: m^3 > n^2 while (m ≥ 0 and m ≤ 100) dom...
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