Coding Language is Python, keep it as simple as possible thanks. N one dimensional kingdoms are represented as intervals of the form [a, , b] on the real line. A kingdom of the form [L, R] can be destroyed completely by placing a bomb at a point x on the real line if LSXSR. Your task is to determine the minimum number of bombs required to destroy all the one dimensional kingdoms. Example Input: 1 3 13 25 69 Output:

Q: Given the statement [P V (Q A -P)] V -QA P, use equivalence laws to simplify the term.

A: Given: Given the statement [P V (Q ∩ ~P)] V ~Q ∩ P]  use equivalence laws to simplify the term.

Q: Since a computer program is an algorithm and the basis of computer science, describe your processes…

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Q: Using a truth table determine whether (p∧q) → q is a tautology, or a contradiction, or a…

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Q: Determine the valid conclusion, given the following premises: 1. -p vq vr 2. -g 3. -r Therefore,

A: p q r not p not p or q not p or q or r not q not r   p q or r not p p…

Q: Construct R.G from given FA

A: Given Data:- Construct R.G from given FA

Q: re the statements P → (Q ∨ R) and (P → Q)⋁(P → R) logically equivalent? Create a truth table.

A: Truth table for the statements is given below

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Q: a) If A E B and B E C, then A E C. b) If (ANC)= (Bn C), then A= B.

A:

Q: 5. Build a truth table for the compound proposition p O (p+q). From your truth table derive another,…

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Q: ollowing formula as much as possible using a series of equivalence laws.                  B ∧ ((B ∧…

A: Here We can simplify the formula using the following equivalence laws: Distributive law: A ∧ (B ∨…

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A:

Q: Given the following premises: (1) Vx (A(x)→ B(x)) (2) Vx (B(x)→ C(x)) Prove the conclusion Vx (A(x)…

A: Hello student Greetings Hope you are doing great. Thank you!!!

Q: Explain the meaning of the following expression: (D, E) → F Given this expression, tell if it is…

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Q: Use the Laws of Equivalence  State clearly which law(s) you are using in each step. (a)  R → (¬Q →…

A: In this we only use one property that is P -> q is ¬p V q

Q: Example: Proof using Logical Equivalence ( p → r ) ˅ ( q → r ) ≡ ( p ˄ q ) → r

A: Given:  Proof using Logical Equivalence ( p → r ) ˅ ( q → r ) ≡ ( p ˄ q ) → r

Q: Show the validity of the logical equivalence step by step using previously known logical…

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Q: Construct the Table

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Q: Use a truth table to determine if the following is a logical equivalence:   ( q → ( ¬ q → ( p ∧ r )…

A:

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Q: answer this question, show how you have solved it. Use the logical equivalences p → q ≡ ~ p V q and…

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Q: (a) Vx (P(x)→ Q(x)) → (3x P(x)→→ 3x Q(x)) ((x)0 XA (x)d XA) ((x)0 (x)d) XE (9) (c) 3x (P(x) → Q(x))…

A:

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A: P Q P^Q ¬(P^Q) ¬p (P^Q)∨¬(P^Q)∨¬P F F F T T T F T F T T T T F F T F T T T T F F T

Q: The CAP theorem in NoSQL. The incompatibility between C and A begs the question: why?

A: System distributed: This network of nodes duplicates data so that it may be stored in numerous nodes…