I haven't learned limit points yet so please answer it another way.
I haven't learned limit points yet so please answer it another way. 1 OL . 2.9....
please explain in detail, for each part, especially for parts (g)-(i). *Here is the information about the basis for (h) and (i), it is the basis that generates the vertical interval topology on R^2: -5 JO1 Sewn 2.1 (2.1. Determine Int(A) and Cl(A) in each case. (a) A = (0, 1] in the lower limit topology on R. (b) A = {a} in X = {a,b,c} with topology {X, Ø, {a}, {a, b}}. A = {a,c} in X = {a,b,c}...
3. (a) Let (R, τe) be the usual topology on R. Find the limit point set of the following subsets of R (i) A = { n+1 n : n ∈ N} (ii) B = (0, 1] (iii) C = {x : x ∈ (0, 1), x is a rational number (b) Let X denote the indiscrete topology. Find the limit point set A 0 of any subset A of X. (c) Prove that a subset D of X is...
in order to answer this question their is another two questions I posted that relate so please check but they are all one Part 1: Write a method with the signature public static int charAt(String str, int position) o Assume the String str consists of lower-case characters o if position <str.length the method returns the ascii value of str.charAt(position) - 96 o if position > str.length the method returns 0.
Steps too so I can understand it please. QUESTION 13 3.5 points Save Answer Solve the equation 4 A B E QUESTION 14 3.5 points Save Answer Find the slope of the line that passes through the points (-11,13) and (5.-4. A 1 2 3 B-16 C ta 15 D. QUESTION 15 3.5 points Save Answer Simplify as much as possible. Assume all variables represent positive real numbers. A4-V2X B 2xV2X 2x x D. 2x² /2x² E. 4xV2x
please i want to see the steps so the answer so i can practice 13. For the following scores, find the (a) mean, (b) median, (c) sum of squared ations, (d) variance, and (e) standard deviation
.y ol ID 43. If z 1 - i, which of the points in the figure 2 above is the graphical representation of z? (A) A (B) B (C) C (D) D (E) E .y ol ID 43. If z 1 - i, which of the points in the figure 2 above is the graphical representation of z? (A) A (B) B (C) C (D) D (E) E
Question 7(26 points): On your way to the cashier's office (to pay yet another dorm damage bill), you overhear UR. Accepted (the Dean of Admissions) having a violent argument with I. M. Smart (the director of the Computer Center) about an equation that Smart built to understand the number of applications that the school received from high school seniors. In need of an outside opinion, they turn to you to help them evaluate the following regression results (standard errors in...
I need to answer a, c, and d 1. Find the limit at xo if it exists. (a) f(x, y) = xy/(x2 + y2), Xo = el + e2 (b) f(x, y) = xy/(x2 + y2), Xo = (0,0). (c) f(x) = (1-cos x)/x2, X,-0. [Hint: limx-o (sin x)/x = 1 .] (d) f(x)-|x-2le, + lx + 2le_, xo = 3. (e) f(x, y) = ye, + (xy)리[(xy)2 + (x-y)2je2, Xo = (0,0). At which points is each of these...
C++ Help Please Can you find a way so that the following function uses only 1 loop instead of two for loops? NOTE: ANY LOOP MAY BE USED void check(vector <int> &v) { int flag = 0; for(int i = 0; i < DIST_INT-1; i++) for(int j = i+1; j < DIST_INT; j++) if(v[i]+ v[i+1] == 10) { cout << v[i] << "--" << v[j] << endl; } if(flag == 0) printf("There are no such pairs."); }