OC userin CalculusΒ·18 Oct 2019 Please make it readable and correctly so I'll give you positive feedback. DO IT CORRECTLY! 46) JUST DO PROBLEM #46 BELOW. Converting Limits of Integration In Exercises 41-46, evaluate the definite integral using (a) the given integration limits and (b) the limits obtained by trigonometric substitution. 3/2 41. dt 42. di (1 -- ,2)5/2 3/5 43. 44.9-25x2 dx 0 x216 45. 46.
OC userin CalculusΒ·13 Nov 2019As we know, every parabola with vertex at the origin which opens upward has an equation of the form y=ax2Γ’ΒΒ. The integral from 0 to b of ax2 dx=ab3Γ’ΒΒ/3. Use this to prove the theorem of Archimedes for the special case in whih the chord AB is perpendicular to the axis of the parabola.
OC userin CalculusΒ·19 Jan 2019Find r'(3) km\ 196.312 +4.667r (3) 2 + 54735 20 (-88603Γ©ΒΒ p = (196312 +4667 r (3))(1.556 r (3))]-[
OC userin CalculusΒ·15 Mar 2019Find the area under the curve y=sinx from x=0 to x=b, where 0<b<pi. Hint: Use equal subintervals, take the points x*Γ’ΒΒk Γ’ΒΒto be the right endoints of the subintervals
OC userin CalculusΒ·19 Sep 2019PLEASE CIRCLE BOTH ANSWERS D M5N.com-Hotmal. Cur vn Assignment 24-Due Th x E Show My Work (optional) 13. + Question Details larcalc10 9.7.045.nva My NotesAsk Your Teacher Use Taylor's Theorem to obtain an upper bound for the error of the approximation. Then calculate the exact value of the error. (Round your answers to three significant figures.) cos(0.6) * 1- 0.62(0.6 2! 4! 4 Show My Work (Optional) Submit Answer Save Progress 14. + Question Details LarCalc10 9.7.051 My NotesAsk Your Teacher 215 AM O Type here to searh ^ d ENG 11/30/2017
OC userin CalculusΒ·16 Aug 2019 Find the Taylor series for f(x) centered at the given value of a. [Assume that f has a power series expansion. Do not show that Rn(x) Γ’ΒΒ 0,] f(x) = 6/x, a =-2 f(x) =
OC userin CalculusΒ·29 Oct 2019 6ΓΒ· -/1 points LarCalc10 9.7.055. My Notes Ask Your Teacher Determine the values of x for which the function can be replaced by the Taylor polynomial if the error cannot exceed 0.001. (Enter your answer using interval notation. Round your answer to four decimal places.) rx)-ex ~ 1 + x + + 2131 Γ£ΒΒ , x
OC userin CalculusΒ·10 Sep 2019Show that 13+23+...+n3Γ’ΒΒ=(1+2+...+n)Γ’ΒΒ2 Γ’ΒΒfor every positive interger n
OC userin CalculusΒ·13 Nov 2019 [16 pts] Consider f(x)- (a) Find the domain. (b) Find the r- and y-intercepts. (e) Find the horizontal, vertical and slant asymptotes if there are any. (d) Find the intervals of increase and decrease. (e) Find the local maximum and minimum values. (f) Find the intervals of concavity (g) Find the points of inflection. (h) Sketch the curve. (3) Answer the following questions. r-1
OC userin CalculusΒ·5 Feb 2019 Do the following exercises. 1. Do Exercise l.a on p. 261 of your text. Start with vertex A, and show the graph status and the output, as each subgraph is output and deleted.
OC userin CalculusΒ·27 Oct 2019 List Next Result -5.54 5.54 (1 point) A "V' shaped formation of birds forms a symmetric structure in which the distance from the leader to the last birds in the Visr 19m, the distance between t hose trailing birds is D-6m and the angle formed by theV is ΓΒΈ. Suppose that the shape is gradually changing: the trailing birds start apart shrinks at a constant rate dlidt = 0.3mmun while maintaining the same distance from the leader (Assume that the structure is always in the shape of a V as the other birds adjust their positions to stay aligned in the flock.) What is the rate of change of the angle Your score was 1 time.
OC userin CalculusΒ·11 Mar 2019 Eliminate the parameter ΓΒΈ and obtain the standard form of the rectangular equation hyperbola: x = h + a sec(8), y = k + b tan(8) Need Help? Read It Talk to a Tutor
OC userin CalculusΒ·17 Oct 2019Determine the Taylor series about the point x0=2 for the function x2. Determine the Taylor series about the point xo-2 for the function x2 Use an asterisk, *, to indicate multiplication. For example, 2 f (x),a*x* (x+b)* (c*x+d), a*x) i or x2
OC userin CalculusΒ·15 Oct 2019 Problem 1 (continued): Find-3),dranalyticallybelow Show your work. Problem 1 (continued): Find d analytically below. Show your work. Problem 2. Write x'e'ds in the space below: Problem 3. Find jx" Inxdx analytically below. Show your work.
OC userin CalculusΒ·18 Jan 2019 In x Problem 3 (continued). Find ds analyticallybelow. Show your work Problem 4. Determine the form of Jcos xdx, where n is odd. Use general constants A AysA. for coefficients Problem 4 (continued). Determine the form of cos" xdx, where n is even. Use general constants 4,A,A,.. for coefficients. Problem 5. Determine the form of sin ax sin bx dx