888 Answered Questions for the topic discrete math
07/23/20
Data Management Probability Distributions and Discrete Probability Question
Hi, I am doing a question for my data management class, the unit is probabilty distrubtions and discrete probabilty and I would like to know how to go about it. A Euchre hand consists of 5 cards...
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Discrete Math
07/22/20
Find the 5th term, 8th term, and nth term of the G.P. 3, 27, 81, 243, β¦
Discrete Math
07/20/20
How many Hamilton circuits exist in πΎ_10?
i dont know how to show how many circuits are within K sub 10 and i need help with it. Im using the equationn(n-1)/2 but i dont know if this is the right equation
Discrete Math Probability
07/14/20
What is the probability that a student picked at random took Precalculus, given that she passed Calculus?
A college requires certain students to take Precalculus prior to taking Calculus. Thirty-five percent of students that eventually take Calculus take the Precalculus course. Sixty percent of those...
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Discrete Math Probability
07/13/20
What is the probability that all three are queens?
Three cards are drawn in succession from a standard 52 card playing deck without replacement. What is the probability that all three are queens?
Discrete Math Probability
07/13/20
what is the probability that the applicant speaks French or German?
Of 78 job applicants to the United Nations, 31 speak French, 41 speak German and 9 speak French and German. If a job applicant is chosen at random, what is the probability that the applicant speaks...
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Discrete Math Discrete Mathematics
07/10/20
Prove that N has the same carnality as {mβ¬Z m is even Ξ m β€ -100}
Prove that N has the same carnality as {mβ¬Z m is even Ξ m β€ -100}
Discrete Math
06/21/20
Let A = {2, 4, 8}
0. Let A = {2, 4, 8}, B = {3, 6, 12}, C = {w, x, y, z}, the function f : AβB be given by the rule f = {(2, 3), (4, 6), (8, 12)}, and the function g : BβC be given by the rule g = {(3, z), (6, z),...
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Discrete Math
06/21/20
Let G be a complete graph with 12 vertices. How many edges does G have?
Discrete Math
06/21/20
Determine Each of the following
Let the universal set U = {1, 2, 3, 4, 5, 6, 7, 8}, A = {2, 4, 6, 8}, and B = {1, 2, 3, 4}. Determine each of the following. (5 pts.) a) AβͺB = b) Aβ©B = c) BβA = d) Aβ² = e) β
β²
Discrete Math
06/21/20
Prove that if n is an odd integer, then n2 is an odd integer
Discrete Math
05/31/20
Let π΄ be the set of letters in the English alphabet.
Let π΄ be the set of letters in the English alphabet. Show that the relation R = {(πΌ,π½)βπ΄Γπ΄: πΌ πππππ ππππππ π½ ππ πππβππππ‘ππππ πππππ} is a strict partial ordering on A
Discrete Math
05/30/20
Solve the linear congruence 3x β‘ 7 mod 13 for x
Discrete Math
05/30/20
Show that the relation R = {(a, b) β β€ Γ β€: |a| = |b|} is an equivalence relation on β€.
Discrete Math
05/26/20
Can anyone please give confirmation if those conversion I have done properly or not
Not all students copy from his/her peers ~Vx student(x) -> cheat(x)Some students copy from peers i.e. they cheatEx student(x) ^ cheat(x)Those who do not cheat love everybodyExVy student(x) ^...
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Discrete Math
05/17/20
Let a, b, and c be nonzero integers.
Let a, b, and c be nonzero integers. Prove that if a divides b and a divides c, then a divides the difference b β c.
Discrete Math
05/17/20
Let π and π be any propositions.
Let π and π be any propositions. Construct a truth to table to show that (πβ¨Β¬π)β¨(Β¬πβ¨π) is a tautology
Discrete Math
05/17/20
Solve the recurrence relation
Solve the recurrence relation πn=3πn-1+2 where π1=1. (That is, provide a closed formula for the sequence.)
Discrete Math
05/16/20
Prove that the product of an odd integer and an even integer is an even integer.
Discrete Math
05/13/20
Sum of Product Expansion
Find sum of product expansion of Boolean function F(x, y, z) =x Μy+ Μxyz.
Discrete Math
05/13/20
Breadth-First Search
Use breadth-first search to produce a spanning tree for the given simple graph. Choose βdβ as the root of this spanning tree and assume that the vertices are ordered alphabetically.
Discrete Math
05/12/20
prove or disprove: the sum of 3 plus the square of any odd number is even
Prenex Normal Form (Iff)
I translate iff to implication and then or/and form. But I can't distribute compound quantifiers on equation. Can you help me to solve this to translate this equation to prenex normal form?
Rules of Inference Validity
I'm confused in the equations. Can you help me to find this validity using rules of inference methods or resolution principle?
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