m(x) = ( x- 2)^2 + 5
vertex = ( 2 , 5 )
minimum
aos : x = 2
y intercept is ( 0, 9)
x ntercept -- none
graph shoen below
Consider the following functions: int min(int x, int y) { return x < y ? x : y; } int max(int x, int y) { return x < y ? y : x; } void incr(int *xp, int v) { *xp + = v; } int square(int x) { return x*x; } Assume x equals 10 and y equals 100. The following code fragment calls these functions int low = min (x,y); int high = max (x,y); for (i low;...
3. The maximum of two numbers x and y is denoted by max(x, y). Thus max(-1,3) max(3,3) - 3 and max(-1,-4) denoted by min(x, y). Prove that max(-4,-1) - -1. The minimum of x and y is max(z, y)ly- min(x, ) ty ly- max(x, y, z) -max(x, max(v, z) 2 (2a) (2b) Derive a formula for max(x, y, z) and min(x, y, 2), using, for example
Write a program that contains a main function, a “double custom_operator_function(int op_type, double x, double y)”, a “double min(double,double)”, a double max(double x,double y), and a double pow(double x, int y). The main function is used to call the custom operator function. Next, the custom operator function calls the min/max/pow functions based on the op_type. From the main, call the custom operator function with the three inputs 1/-3/5, 2/4/5, and 3/4/5. Print the result of each input to screen. i)...
M. In particular show that |S Show that if M is a matching and S is some vertex cover max{IM| M is a matching of G} < min{|S| S is a vertex-cover of G} : HINT: How many vertices do you need to cover just the edges of M?
M. In particular show that |S Show that if M is a matching and S is some vertex cover max{IM| M is a matching of G}
4. Let f: X Y +R be any real valued function. Show that max min f(x,y) < min max f(x,y) REX YEY yey reX
three a) Sketch the graph and complete the table for the polar equation 5-2cose Type of conic section (x, y) coordinates of vertex or vertices Eccentricity (x,y) coordinates of the focus or the foci (x,y) coordinates of the x intercept (x,y) coordinates of the y intercept Domain in interval notation Range in interval notation (x,y) equation of the directrix or directrices (x,y) coordinates of the center Standard equation in (x,y) variables
three a) Sketch the graph and complete the table...
Let X, Y ~ 10,11 independently. Find P(max(X, Y} > 0.8 1 min(X, Y} = 0.5)
Sketch the graph of each function. Lebel the vertex, the x-intercepts, the y-intercept, the axis of symmetry, and the range. Round all answers correctly to two decimal places. Calculator required. 8) y = 2r? + 10x + 8 Ay 9) y - 2x + 6x +2 10) y --2x + 10x - 11
int xyz( char[] X, char[] Y, int m, int n ) { int L[][] = new int[m+1] [n+1]; for (int i=0; i<=m; i++){ for (int j=0; j<=n; j++){ if (i == 0 Ilj == 0) L[i][j] = 0; else if (x[i-1] == Y[j-1]) L[i][j] = L[i-1][j-1] + 1; else L[i][j] max(L[i-1][j], L[i][j-1]); مه } ...//more code follows Given the code fragment above, select the best descriptive phrase from the list below. Bottom-up. Recursive. Top-down.
For y = 4x2 * ex on the interval [-4,4] a) find the absolute max/min : b) find the extreme slopes c) make the y’ and y’’ number lines and show their A/B patterns d) List the local max and mins and IPs from c) e) Sketch y showing all the important points and label its patterns, and list its xintercepts and y intercept.