
please include all steps clearly and little explantions of why you are doing this in writing...
only the ones highlighted and please show all steps.
Finding Area by the Limit Definition In Exercises 47–56, use the limit process to find the area of the region bounded by the graph of the function and the x-axis over the given interval. Sketch the region. 47. y = - 4x + 5, [0, 1] 48. y = 3x - 2. [2,5] 49. y = x2 + 2, [0, 1] 50. y = 5x + 1, [0, 2] 51. y...
Show as much work as you can, draw sketches if necessary and clearly explain why you are doing what you are doing Use correct mathematical notation You may work with your classmates. However, please submit your own work! Please use this sheet as a cover page. (4x - y2 sin(x))i + (z + 2y cos(x))j yk and C be the circle of radius 3, centered at (1,3,2), Let F = 1. traversed clockwise, from (4, 3,2) to (1,6,2) viewed from...
Please give answers to each question with clear steps, and please writing or typing answers clearly, it's better to type the answers. Many thanks! 2) A two-state Markov chain has transition matrix 2 1/3 2/3 Calculate the matrices Pa) and Pa, and find an expression for pin, n 2L Does pin) tend to a limit as n → oo? If so, how can you interpret this in terms of the Markov chain?
please include the graph
12. la) Use a graphing utility to graph the curve represented by the following polar equation: r(θ)-1-cos(θ) over the interval 0 ses 2. (b) Find the arc length of this curve over the interval with your notation, show orientation arrows on your curve, and show your steps clearly.) (b) are length of this curve over the interval 0 0 S 2,-
12. la) Use a graphing utility to graph the curve represented by the following polar...
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1. Consider the function f(x) e a) Find the length of the curve given by the equation y - f(x), -1 3x<1. b) Let R be the region bounded by the graph of f(x) and the lines 1,1 and y-0. Find the area of R. c) Find the coordinates of the center of mass of R. d) Consider the solid obtained by rotation of R about the r-axis. Find its volume and surface area.
1. Consider the...
Solve the taylor series and include every steps.
I. (a) Use the root test to find the interval of convergence of Σ(-1)4. (b) Demonstrate that the above is the taylor series of _ by writing a formula for f via taylors theorem at a = 0. That is write /(z) = P(z) + R(z) where P(z) is the nth order taylor polynonial centered at a point α and the remainder term R(r)- sn+(e)(-a)t1 for some e 0 O. Show that...
Please show all the steps for the answer, not just the answer,
and can you give a little explanation on the side of each step
explaining why you did that step please.
The curve shown in the graph below is called a lemniscate. Its polar equation is T COs 20 0.25 -0.5 0.5 -0.25 Find an equation for the lemniscate in rectangular coordinates (a) (b) lemniscate Set up and evaluate an integral to calculate the area enclosed by the
The...
Please dont answer by hand writing and show steps clearly. Thank
you
Question 5 Interpret the following computer output as stated Model Summary Adjusted Std. Error of R Square R Square the Estimate 8.70363 Model 840a 705 668 a. Predictors: (Constant), X ANOVA Sum of Squares Model df Si Mean Square 1449.974 75.753 19.141 Regression 1449.974 Residual Total 002a 606.026 2056.000 a. Predictors: (Constant), X b. Dependent Variable: Y Coefficientsa Unstandardized Coefficients Standardized Coefficients Beta Model Std. Error 8.507 175...
Please write clearly and show all steps or I will not give a thumbs
up for your answer! If I can’t read and understand the answer it
won’t help (: thanks!
uicuiate the electric force that acts on each ion. THE ELECTRIC FIELD .A point charge of 4.0 puC is a: the origin. What are the 37 magnitude and direction of the electric field on the x axis at (a) = 6.0 m and (b) x =-10 m? (c) Sketch...
Please show all steps with clear hand writing
3. Consider the periodic function defined by sin(x) 0<x< f(r) = and f(x) = f(x + 27). (a) Sketch f(x) on the interval-3r < r 〈 3T. etch fx on the interva (b) Find the complex Fourier series of f(x) and obtain from it the regular Fourier series.
3. Consider the periodic function defined by sin(x) 0