888 Answered Questions for the topic discrete math
Discrete Math Discrete Mathematics
02/11/22
Prove that if: x^n + a*x + b = 0, has a real solution, then it is unique.
Let a and b be real numbers with a ≥ 0. Let also n be an odd integer with 0 ≤ n. Prove that if: x^n + a*x + b = 0has a real solution, then it is unique.
02/09/22
Simplify the following Boolean functions algebraically. Indicate which of the Laws are applied at each step. Check your answer with truth tables for Problems 4 and 5
Please help me with this boolean expressions this is too difficult for me, please show its done so i can learn from it all steps and work.Simplify the following Boolean functions...
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Discrete Math
02/08/22
Discrete math and structures
Suppose you are managing 17 employees, and you need to form three teams to work on different projects. Assume that all employees will work on a team, and that each employee has the same...
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02/08/22
DISCRETE MATHS HELP NEEDED !!
On the menu of a Chinese restaurant, there are 7 chicken dishes, 5 beef dishes, 4 seafood dishes, and 10 vegetable dishes.In how many ways can they order if at most one dish of each kind is chosen?
02/08/22
HELP NEEDED !!! DISCRETE MATHS
In the game of poker, a player receives a subset of 5 cards, called a poker hand, from the standard deck of 52 cards. The order in which the cards are received is not important, just the actual...
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02/08/22
Discrete Maths Help ASAP
In a standard deck of cards, there are 4 suits: clubs, diamonds, hearts, and spades. Each suit contains 13 cards: 2, 3,…,10, Jack, Queen, King, Ace. So there are 4 * 13=52 cards in the deck.A...
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Discrete Math Discrete Mathematics
02/07/22
Prove that mn^k is even if k > 0
Let n, m, k be integers where n is even and m is odd. Prove that mn^k is even if k > 0.I know intuitively that n^k can just be expressed as an even number, because n is even. But is that a valid...
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Discrete Math Discrete Mathematics
02/06/22
Discreete mathematics proof
Let n and m be integers and assume that n is even. Prove that nm is even and that n + m has the same parity as m.
01/24/22
There exists a unique integer a such that a + b = b for all integers b.
I am doing this for a proofs class and I keep getting confused about how to prove it
01/13/22
Thirty points are placed equally spaced on a circle, and the points are labeled with the integers from 1 to 30 in random order.
Prove that no matter what the arrangement of labels is, there are three successive integers whose sum is at least 45.
Discrete Math Discrete Mathematics
01/02/22
Set Theory: A is a subset of B. Prove that C - B is subset of C - A
A ⊆ B. Prove that C - B ⊆ C - A.My approach:Take element k ∈ C - B. This means that k ∈ C and k ∉ B. Since k ∉ B then k ∉ A because A ⊆ B. It's also true that k ∈ C - A because k ∈ C and k ∉ A....
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Discrete Math
12/18/21
How many integers in the set {500, 501 , 502, ,,, , 1385, 1386 } are:
a) divisible by 3?b) divisible by 4?c) divisible by 5?d) divisible by 3 and 5?e) divisible by either 3, 4, or 5?f) not divisible by neither 3, 4, nor 5?
12/13/21
Expected number of becoming good friends
Consider a group of people. There are 500 people in the a room. If we put them altogether inside a room for 1 hour, each pair of people has a 1 in 10000 chances of making friends together and...
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Discrete Math
12/11/21
discreet,1) Suppose a box contains 18 balls numbered 1 through 6, three balls with each number.
1) Suppose a box contains 18 balls numbered 1 through 6, three balls with each number. When 5 balls are drawn without replacement, how many outcomes are possible, a) if the order in which the balls...
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Discrete Math
12/10/21
(P v Q) ^ (P⟶R) ^ (Q⟶S) is equivalent to… i dont quite get this also i need to show a truth table. just explanation will do so i can understand.
(P v Q) ^ (P⟶R) ^ (Q⟶S) is equivalent to…
S v R
S ^ R
S ⟶ R
All of above
Discrete Math
12/10/21
Which of the following are tautology? .... i dont know how to get the solution
Which of the following are tautology?
(p Λ ~q) Λ (~p V q)
p Λ ~p
(p ⟶ r) ↔ (q ⟶ r)
p ⟶ (q V r) ≡ (p Λ ~q) ⟶
(p Λ q) V (~p V (p Λ ~q))
Discrete Math
12/04/21
Trees: Draw a tree on 6 vertices where all but one vertex has degree 1.
Trees
Draw a tree on 6 vertices where all but one vertex has degree 1.
Relation Maths Question
Prove that the relation ℝ ={(a,b) | a divides b} {Z}^+ is not an equivalence relation. ( 4 marks )
11/29/21
Relation Math Question
Let R = {(a,b)∣a divides b} be a relation on the set {Z}^+Which of the following statements are correct? Tick all the corresponding answers.a) R ⊆ Z^+ × Z^+b) R is reflexive.c) R is...
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Discrete Math Relations
11/29/21
Relation Math Question
Let R1={(a,1),(b,1),(c,1)} be a relation on the set {1,2,3,4,5,a,b,c}, and let R2={(1,2),(2,3),(1,3),(1,1)} be a relation on the set {1,2,3}.Which of the following statements are correct? Tick...
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11/24/21
An employee joined a company in 2019 with a starting salary of 120,000 Dhs per year. Every year this employee receives araise of 5% of the salary of the previous year.
a. Set up a recurrence relation for the salary of this employee. (Open formula)b. Find an explicit formula for the salary of this employee n years after 2019. (Closed formula)c. What...
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11/24/21
produces car number plates by choosing a positive integer less than 100,000 followed a category number no exceeding 100.How many different car plates can traffic police produce using these criteria?
I need an answer ASAP PLEASE!
11/24/21
c. A license plate begins with three letters. If the possible letters are A, B, C, D and E, how many different permutations of these letters can be made if no letter is used more than once?
I need an answer ASAP PLEASE!
11/24/21
How many permutations of the letters STUVWXZA contain the strings UVW or ST?
I need an answer to this question ASAP!
11/24/21
How many bit strings of length 15 contain at least three 1s and at least three 0s?
I need an answer to this question ASAP!
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