analyze derivatives to sketch the graph of the curve y= ln(x)/x^2. show reasoning of how you got here, which inclides any limit, derivative, and algebraic proccesses please make hand writting legiabl...
1. PROBLEMS A friendly reminder: To receive any credit, you need to show work how you arrived at an answer. This includes calculating derivatives. Please, please start early. This is the most time consuming homework in the course. This homework only: Do any four of these six problems to earn full credit. Analyze the functions (follow the graph sketching techniques) and then sketch the graph by hand. Finally, compare your graph with a plot obtained by the grapher or your...
you can skip question 1 Sketch the graph of x(t) sin(2t), y(t) = (t + sin(2t)) and find the coordinates of the points on the graph where the tangent is horizontal or vertical (please specify), then compute the second derivative and discuss the concavity of the graph. 1. Show that the surface area generated by rotating, about the polar axis, the graph of the curve 2. f(0),0 s asesbsnis S = 2nf(0)sin(0) J(50)) + (r°(®)*)de Find an equation, in both...
Please answer all parts of the question and make writing legible f(x)-sin(x) a. Use differentials and linearization to estimate the value sin(1.02) b. Sketch the graph that demonstrates the concepts of linearization as it pertains to this problem given c. Based on the graph sketched not what is on the calculator, is your estimate an overestimate or underestimate? Explain the reasoning referring to the sketch in part b. Verify your conclusion by using the calculator to find the actual value...
1. Consider the multi-variable function g(x, y) = x²y+ln(xy) – y3+V1 – 2-sin(my) (a) (4 marks) Answer the following questions regarding the domain of this func- tion. (i) If y>0 then what values of x (if any) are permitted? (ii) If y < 0 then what values of x (if any) are permitted? Your answer must include some justification of how you arrived at your con- clusion. Please upload these as ONE answer for question 1(a) but clearly label them...
2 Using Curve Sketching methods, sketch the graph of the function y=sin (x2) for -2π_< x _< 2π. Make sure that you include all steps, charts, and derivations details. (the underscores are supposed to go under the symbols)
please show how you got this answer thank you! Solve for x: log16 2 + log16(x + 6) = 1 If an answer does not work, enter DNE. Be sure to enter any numerical answers first. CE = Enter an integer or decimal number (more...)
please explain how you do part (b) clearly. Given the curve x-t5, y--t+4t +3, find the exact values: 18) a) of the coordinates of the leftmost point on the curve. (Use Calculus and show your work). b) of the parameter t where the graph crosses itself. (Use any method you wish - but show your work). c) of the parameter t where the slope of tangent line to the curve is(Use Calculus and show your work).
If you hand write your work please make it legible and clear as to which answer goes with what problem. If you know how do these with the calculator please write the steps. This question is with this chapter: Ch. 8 Confidence Intervals in Illowsky and Dean, "Introductory Statistics", ed. Among various ethnic groups, the standard deviation of heights is kno n to be approximately three inches we sh to construct 95% con dence interval for the mean he i...
Hello, Please show a work through of how to get equation (2) by taking the limit where t approaches zero using equation (1). I'm not following that part of the question. Thank you. Recall the experiment we did in class where we had all of you initially stand on one side of the room (the right side) and I asked you to flip a quarter over some timescale T. If you got a head, then you stayed where you were...
Please show work ln 2 is wrong 8.0.2 Let u = 1 – 16x2. For the integral with respect to u, one limit of integration will be 1. What is the other limit of integration? 2 S04 -da 1-16x2 Which part of the integrand should you choose as u? 1 5 (4) · 24 · In 2 dit 22 In 2 1 220 Evaluate the derivative of the integral function. d dic S22 ( 7 20 dz 23-1 -2 8203-1...