4. Folding sequences. a) Find the folding se- quences for the angles of a regular 17-gon, a regul...
A regular n-gon is a polygon with n sides of equal length, in which all angles are equal. Join every pair of vertices by a chord, and let f(n) be the number of pairs of chords that cross each other; so for example f(3) = 0, f(4) 1, and f(5) = 5. Find a formula for f(n).
ANSWER 2 & 3 please. Show work for my understanding and upvote. THANK YOU!! 2. Given a regular n-gon, let r be a rotation of it by 2π/n radians. This time, assume that we are not allowed to flip over the n-gon. These n actions form a group denotecd (a) Draw a Cayley diagram for Cn for n-4, n-5, and n-6 (b) For n 4, 5, 6, find all minimal generating sets of C.· [Note: There are minimal generating sets...
A fancy 17-kg lamp (c) hangs near a corner wall by 3 strings (diagram below) with angles a=76 degrees and b=137 degrees. Someone pulls on the cord on the lamp using a force of 6 N. Find the precise tensions along the 3 strings when the cord is pulled (use 9.80 m/s2 for g). Enter your responses with 1 decimal precision. You may receive an additional 3 points towards problem #2 in your midterm. You must complete all the steps...
Please note that Questions 15 to 17 are connected questions. Question 15: The following shows a partial DNA sequence from the wild-type (normal) allele for the human leukemia-linked apoptotic gene. 5' ATGCGATTAATCGGTAAA 3' (non-template strand) 3' TACGCTAATTAGCCATTT 5' (template strand) Please answer the following questions: (a) If the bottom strand serves as the DNA template for transcription, what is the resulting mRNA sequence? The mRNA sequence is 5' 3'. (2 marks) 5' AUG CGA UUA AUC GGU AAA 3' ? Please enter...
MATLAB Notes: B) Find likelihood for each sequence 1-9 for each hypothesis. First hypothesis with the fair coin (theta value = 0.5): what is the probability that we can get each sequence, 1 through 9. Second hypothesis with weighted coin(don’t know theta value): what is likelihood of getting sequence 1 through 9. Using equation to find all possible hundred theta values. For each theta value we need to compute likelihood. Then we sum them up across all possible theta values....
MTH133 Lab 5: Pre-Lab Learning Goals In class, typical examples of divergent sequences and series are those whose values fly off to infinity. In real life, however, divergence is more frequently associated with meandering behavior that doesn't fly off to infinity but also doesn't settle down toward one number. The simplest example of this is the eyclical behavior of the sequence 2 1,-1,1, 1, 1,-1,... which remains always bounded but nevertheless does not converge. Real-life examples of bounded divergent sequences...
Real analysis 10 11 12 13 please (r 2 4.1 Limit of Function 129 se f: E → R, p is a limit point of E, and limf(x)-L. Prove that lim)ILI. h If, in addition, )o for all x E E, prove that lim b. Prove that lim (f(x))"-L" for each n E N. ethe limit theorems, examples, and previous exercises to find each of the following limits. State which theo- rems, examples, or exercises are used in each case....
pls answer question 3-4 40. Heart-lung machines and artificial kidney machines BIO employ electromagnetic blood pumps. The blood is con- QIC fined to an electrically insulating tube, cylindrical in prac- S tice but represented here for simplicity as a rectangle of interior width w and height h. Figure P28.40 shows a rect- angular section of blood within the tube. Two electrodes fit into the top and the bottom of the tube. The potential difference between them establishes an electric current...
In problem 3, you will write a function, findvertically (), which will determine whether or not a given word exists in a word search puzzle vertically. In word search puzzles, words can be written upwards or downwards. For example, "BEAK" appears at [1] [3] written downwards, while "BET" appears at [2] [2] written upwards: [["C", "A", "T", "X", "R"], ["D", "T", "E", "B", "L"], ["A" "R" "B", "E", "Z"], ["X", "O", "E", "A", "U"], ["J", "S", "O", "K", "W"]] Your...
I only need help with parts F, G and H <Chapter 17 -Homework 29 of 33 Problem 17.41 -Enhanced- with Solution Part A Find the i and y components of the electric field at the origin In a rectangular coordinate system, a positive point charge q 4.00 nC is placed at the point E0.O N/O 0.150m y 0, and an identical point charge is placed at0.150m. y 0. Find the x and y components and the magnitude and direction of...