Create a function that takes a variable number of arguments, each argument representing the number of items in a group. The function should return the number of permutations (combinations) of choices you would have if you selected one item from each group. Examples combinations (2, 3) → 6 combinations (3, 7, 4) → 84 combinations (2, 3, 4, 5) → 120

Q: - f(n) = log n²; g(n) = log n + 5 - f(n) = n; g(n) = log n? - f(n) = log log n; g(n) = log n f(n) =…

A: analysis for the above example is in step 2.

Q: Interpret this in plain english Φ = (a ⇒ b) ^ (c ⇒ b’) ^ (a’⊕ c)

A: Given statement is  Φ = (a ⇒ b) ^ (c ⇒ b’) ^ (a’⊕ c)  Here is the variables a,b,c

Q: udi Dyna for determining global pairwise sequence alignments was described in lecture Guence Allgh…

A: It is defined as a technique that breaks the problems into sub-problems, and saves the result for…

Q: The CAP theorem in NoSQL. Why can't we use both C and A?

A: Solution:- CAP theorem in NoSQL :- CAP is an acronym for Consistency, Availability, and Partition.…

Q: Describe the productivitv paradox

A:

Q: Given an array of integers, find the longest non-decreasing subsequences (the subsequence does not…

A: The task is to find the longest non-decreasing subsequence in a given array of integers. A…

Q: 6. Let a @b= max {a, b} = a if b ≤ a, otherwise a @ b = max {a, b} = b. Give a proof by cases that…

A:

Q: Explain the advantages and disadvantages of using a brute force approach to solving the Knapsack…

A: Answer :

Q: To disprove a conjecture you need only find one case or counter-example - where it is not true.…

A: Given Data: Y =  [( p∧q )→r]↔[( p→r )∧( q→r )] .

Q: For a Nim game with initial configuration [H1, H2, Hn] where the Hi values are all positive integers…

A: In Nim, the game starts with several heaps of objects, represented by positive integers. On each…

Q: d) If p(x) = x³ and g(x) = x³, what is p(x) · g(x) modulo P

A: Answer:  we need to find the modulo of the given . so we will see in the more brief explanation.

Q: Deadlocks may be avoided for less money than they can be let to grow and subsequently discovered,…

A: The Operating System uses a process: Called deadlock avoidance to prevent deadlock. Let's first…

Q: Question 3: Z=[1:2:9 ; 0:4:16 ; 72 3 6 4] K. Z(1:3,2:4) L. Z(1,3:end) M. Z(end,4)

A: Note: we are only allowed to solve three subparts in one question. to get answers to…