clc
clear all
close all
format long
x=-3:0.01:3;
y=exp(x);
y1=x;
y2=1+x+x.^2/2;
plot(x,y,'-',x,y1,'--',x,y2,':');
title('Gross Approximations of exp(x)');
xlabel('X-axis');
ylabel('Y-axis');
axis([-3 3 -5 15]);
text(2,8,'exp(x)');
gtext('Linear');
gtext('Quadratic');

1. Dressing up the graph with text, gtext, xlabel, ylabel, and tit le: Plot y =...
Given y1, y2, and y3 as a function of x. In the same graph plot the three functions for x ?[-3,3] . Follow the form given below. function y1 Line style: solid, color: blue function y2 Line style: dashed, color: black function y3 Line style: dotted, color: red Label the x and y axis; x axis as (x), and the y axis as (y1,y2,y3), title the graph as (problem5), add a legend on the plot. y1=x^4-e^(-x) y2=x^2-x^3+25 y3=30-12x,
Plot effective interest rate versus nominal interest rate for continuous compounding. Draw the graph by hand, use CamScanner (or equivalent) to capture your drawing and upload it here. Step-by-step process for producing hand-drawn graphs i... 1. Start with the axes, drawing the independent (x-axis) first, and the dependent (y-axis) second, to remind yourself that the x-axis is the input to your model and the y-axis is the output. 2. Label these axes, including the units of each axis. 3. Identify...
III. PRE-LAB QUESTIONS - Experiment 8 1. a) Complete the table below. y X 1/x y/x x y 2 2 1/ 2 1 4 1/ 1 0. 58 TL 0.25 16 | b) On graph paper plot y vs. x (appropriately labeling all axes as well as graphing the best fitting line/curve to the data points). c) Is the relationship between the y and x data pairs linear or non-linear? d) Is the relationship between the y and x data...
(a) On a graph, plot the points A (-2,2) and B (4, -1) and the line that passes through both. You may use graph paper or ordinary A4 paper and draw with reasonable accuracy. Draw x and y axes with number markings. A fair choice is an x-axis range of -5 to +5 and a y-axis range of -3 to +3. Make your graph as large as possible on the page (3) 131
(a) On a graph, plot the points...
2. Suppose Y ~ Exp(a), which has pdf f(y)-1 exp(-y/a). (a) Use the following R code to generate data from the model Yi ~ Exp(0.05/Xi), and provide the scatterplot of Y against X set.seed(123) n <- 500 <-rnorm (n, x 3, 1) Y <- rexp(n, X) (b) Fit the model Yi-Ao + Ax, + ε¡ using the lm function in R and provide a plot of the best fit line on the scatterplot of Y vs X, and the residual...
Exercise 4: Plot salary as a function of yrs.since.phd Use the scatter() function to make a scatterplot with yrs.since.phd on the x axis and salary on the y-axts. Make sure you use the salaries_nonull dataframe you made in the previous step, Add "Salary vs. Yrs since PhD" as a title for the plot, and label the x-axis "Years since " and the y-axis "Annual Salary". You'll need the title xLabel and ylabel() methods. (TIP: try using tab autocomplete to explore...
Consider the initial value problem y' +y=e-, with y(0) = 0. PROJECT 1.) Find the exact solution to this equation, say 0(x). 2.) Use MATLAB to plot 6(x) in the interval [0.0, 4.0] . Use sufficient points to obtain a smooth curve. 3.) Now create a MATLAB program that uses Euler's Method to approximate the values of $(2) at N = 10 equally spaced points in (0,4). Plot these points on the same plot that was generated in part 2....
this is the v(t)
-157-63 a li 1.17 +구-1-245 e + 0.071, e (e) Plot the voltage response v(t) in the time domain using MATLAB. Plot v(c) over the specified time interval using a blue solid line of width lines of width 2. The minimum font size is 16. i. i. Plot the capacitor's voltage rating threshold as horizontal black dashed i. Label both axes with the appropriate physical quantity as well as units. iv. The minimum font size for...
Exercise 1: The Taylor series for In(y) about y = 1 is (4) In(y) = 9 (-1)"+(v - 1) n=1 for y-1€ (-1,1] (that is, y E (0,2]). What polynomials do we get if we truncate this series at n = 1? n = 2? n = 0 (hint: the n = Oth approximation is defined!)? Compare the value of each of these with that of In(y) at y = 1.1 and y = 1.75. Note how the error differs...
Procedure Use the following sets of data and work with each one. The equation for a linear graph is y mx+b, where m is the slope and b is the y-intercept. DATA SET 1: Fahrenheit-vs- Celsius Fahrenheit Celsius 32 68 104 140 176 0 20 40 60 80 1. Using Data Set 1 above, graph Fahrenheit (y) -vs- Celsius (x), using the scatterplot function in excel, or another graphing software. Make sure you label the axes. Fahrenheit should be on...