OC userin Calculus·8 Feb 2019 7) Evaluate the following: (Show all work. Report al exact terms.) answers in b) j(15x - 6x2+3)
OC userin Calculus·6 Feb 2019 Pick three points, A, B, and C in R3 space. The points A and B should be on the y plane, but not on either axes. Point C should be off the x-y plane, but not on the z-axis. Write the points below. PART 1: nPlot and Step 1: The three points, together with the origin, form a tetrahedron. Graph the points in Wi draw the connecting edges to form a tetrahedron. Attach the graph of the tetrahedron to this Mini- Project. Step 2: Find the area of the triangular base on the x-y plane of the tetrahedron. Step 3: Find the projection of the position vector formed by the origin and point C onto the z-axis. NOTE that the magnitude of this projection is the height of tetrahedron. hei9ht on Ponnte Step 4: Find the volume of the tetrahedron (you may need to look up how find the area of a pyramid- recall that a tetrahedron is a pyramid with a triangular base) (5.5)(2)(Y) : 1.33
OC userin Calculus·12 Apr 2019 (1 point) Evaluate the limit by first recognizing the sum as a Riemann sum for a function defined on [0, 1]. i=1
OC userin Calculus·6 Feb 2019 7 and 8 plz 7. - points solve the differential equation y" + 9 y' + 8 y): 0 Give the most general solution, using A and B for any unknown constants, and write y as a real-valued function of x. y(x) = solve the differential equation y"-6 y,-16 y = 0 Give the most general solution, using A and B for any unknown constants, and write y as a real-valued function of x. y(x)-
OC userin Calculus·21 Jun 2019 6. (1s pointsj Draw on the polar coordinate grid, the function 3sin(29) in the (0 θ Ï/2).
OC userin Calculus·4 Apr 2019 9 10 11 plz solve the differential equation y" + S y, + 12 y = 0 with the initial conditions y(0): 5-Y"(0)--26 Write y as a real-valued function of x. | y(x)= 10.+ 1 points solve the differential equation y" + 3 y,-28 y = 0 with the initial conditions y(0)--2, y(0)-14 Write y as a real-valued function of x. y(x) Solve the differential equation y" + 2 y, + 1 #ã Give the most general solution, using A and B for any unknown constants, and write y as a real-valued function of x. y(x) =
OC userin Calculus·3 Sep 2019 7 /13 points Convert the polar equation r = 2 sin() + 2 cos(0) into rectangular coordinates. Hint:-. and y-. in polar coordinates).
OC userin Calculus·6 Mar 2019 Please be neat and show all work (1 point) Evaluate the integral cos(x) dx dy Jo Jy by reversing the order of integration. With order reversed, b cd cos(x2) dy dx, Ja Jc where a ,c= ,and d = Evaluating the integral.ycos(a2) dxdy - (1 point) using polar coordinates, evaluate the integral sin(x2 + y2)dA where R is the region 9 x2 ,2-64.
OC userin Calculus·26 Jul 2019 Compute the Jacobian of the mapping at the given point. Φ(r, θ)-(7r cos θ, 7r sin θ)' (r, θ)-(9, Ï/6) Additional Materials
OC userin Calculus·31 Jul 2019 step size 0.2 to compute the approximate y-values yi , y2, , Ya, and ys of the solution of the initial-value problem 1.yi =10.4 4. y4 =