please do all parts will give like!!! Set up, but do not evaluate, integral expressions for the mass, the center of mass, and the moment of inertia about the z-axis.The solid enclosed by the cylinder y = x² and the planes z = 0 and y + z = 1; p(x, y, z) = √√√√x² + y²(a) the massim =(b) the center of mass1-+1 – y1- - -7--1 = "mx =dz dy dxdz dy dxdz dy dxdz dy dx(c) the moment of inertia about the z-axisԸdz dy dx

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Answered: Set up, but do not evaluate, integral…

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter11: Topics From Analytic Geometry

Section: Chapter Questions

Problem 18T

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Parametrize the intersection of z = -sqrt(x2 + 7y2) and x2+ y2+ z2 = 200
Displacement d→1 is in the yz plane 62.8 o from the positive direction of the y axis, has a positive z component, and has a magnitude of 5.10 m. Displacement d→2 is in the xz plane 37.0 o from the positive direction of the x axis, has a positive z component, and has magnitude 0.900 m. What are (a) d→1⋅d→2 , (b) the x component of d→1×d→2 , (c) the y component of d→1×d→2 , (d) the z component of d→1×d→2 , and (e) the angle between d→1 and d→2 ?
Please recheck and provide clear and complete step-by-step solution in scanned handwriting or computerized output thank you
Brazilian soccer star Marta has a penalty kick in the quarter-final match. She kicks the soccer ball from ground level with the (x, y)-coordinates (76, 21) on the soccer field shown in the figure and with initial velocity vo = 8i - 4j+23k ft/s. Assume an acceleration of 32 ft/s² due to gravity and that the goal net has a height of 8 ft and a total width of 24 ft. 105 ft 105 ft ri = rj = 165 ft rk = e 165 ft Determine the position function that gives the position of the ball t seconds after it is hit. (Use symbolic notation and fractions where needed.) r(t) = r(t)i + r(t)j +rk(t)k 12 12 X
Brazilian soccer star Marta has a penalty kick in the quarter-final match. She kicks the soccer ball from ground level with the (x, y)-coordinates (76, 21) on the soccer field shown in the figure and with initial velocity vo = 8i - 4j+23k ft/s. Assume an acceleration of 32 ft/s² due to gravity and that the goal net has a height of 8 ft and a total width of 24 ft. 105 ft 1 105 ft r₁ = rj = rk = 165 ft Determine the position function that gives the position of the ball t seconds after it is hit. (Use symbolic notation and fractions where needed.) r(t) = ri(t)i + rj(t)j + rk(t)k Incorrect 81+76 -41+21 ↓ 23r+1672² 165 ft 12 12
Consider the following function. T: R? - R?, T(x, y) = (Vx, sxy, vy) Find the following images for vectors u = (u,, u2) and v = (v,, v2) in R? and the scalar c. (Give all answers in terms of 1.Uz. V, V2r and c.) T(u) = T(v) = T(u) + T(v) = T(u + v) = CT(u) = T(cu) = Determine whether the function is a linear transformation. O linear transformation O not a linear transformation
The following points are given in cylindrical coordinates; express each in rectangular coordinates and spherical coordinates. Cylindrical (r, 0, z) (1, 45°, 9) (3, 1,-4)|( 2 (0, 45°, 9) (5,, 12) ( 6 (1,2,0) 3π 4 -1 -6 Rectangular (x, y, z) DIC DIC DIC DIC DIC DIC Spherical (ρ, θ, φ) Crook
Consider the following function. T: R2 → R, T(x, y) = (2x2, 3xy, y?) Find the following images for vectors u = (u,, u2) and v = (v,, v2) in R2 and the scalar c. (Give all answers in terms of 1' "1, U2, V1, V2, and c.) T(u) T(v) T(u) + T(v) = T(u + v) CT(u) = T(cu) = Determine whether the function is a linear transformation. O linear transformation not a linear transformation
Answer correctly with easy to understand handwriting. I'll upvote. Thanks.
hand written plz Four particles in the (x, y)-plane are held together as a rigid body by a set of light rigid rods. The particles are as described in the following table: Particle Mass (kg) Position (m) 1 1 (1, 3) 2 2 (4,2) 3 1 (3,5) 4 2 (4,1) Enter an expression that gives the moment of inertia, I, of the rigid body about the line y = x in the box below (do not include any units in your answer). I= kg m²
Consider the following function. T: R2 → R?, T(x, y) = (x, 5) Find the following images for vectors u = (u,, uz) and v = (v,, v,) in R2 and the scalar c. (Give all answers in terms of u,, u,, V, V2, and c.) T(u) = T(v) = T(u) + T(v) = T(u + v) = cT(u) = T(cu) = Determine whether the function is a linear transformation. O linear transformation O not a linear transformation
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