(1 point) Find a path that traces the circle in the plane y= -5 with radius...
(1 point) Find SCF. di where C is a circle of radius 1 in the plane x+y+z = 2, centered at (1, 2, -1) and oriented clockwise when viewed from the origin, if F = 3yi – xj +2(y 2) k ScF.dñ =
(1 point) A body of mass 10 kg moves in the xy-plane in a counterclockwise circular path of radius 3 meters centered at the origin, making one revolution every 11 seconds. At the time t 0, the body is at the rightmost point of the circle. A. Compute the centripetal force acting on the body at time t. B. Compute the magnitude of that force. HINT. Start with finding the angular velocity o [rad/s] of the body (the rate of...
A point on a rolling circle of radius traces out a cycloid, which can be parameterized by . One arch of the cycloid is completed from to . Show that the length of this arch is always four times the diameter of the rolling circle.
A conductor wire extends from 0 to infinity on the z-axis and passes through a 5 A current. The wire of the conductor B is a circle with a radius r = 2 at the center (3,4,0) point and in the yz plane. Find the total force of wire A on wire B.
11-27 A circle of radius a lies in the xy plane with its center at the origin. The semicircular part of the boundary for x > 0 is kept at the constant potential 0o; the other semicircle for x < 0 is kept at the constant potential -40. Find o for all points within the circle. Find E at the center of the circle.
Please answer with a Java code. Every circle has a center and a radius. Given the radius, we can determine the circle’s area and circumference. Given the center, we can determine its position in the x-y plane. The center of a circle is a point in the x-y plane. Design the class Circle that can store the radius and center of the circle. Because the center is a point in the x-y plane and you designed the class to capture...
A particle moves on a counter clockwise, origin-centered circular path in the x y-plane at a constant rate. The radius of the circle is r, the mass of the particle is m, and the particle completes one revolu tion in time τ a) Neatly draw the following things 1. The path of the particle 2. A dot on the path when the particle is at 00 90° and 210° where 0 is mea sured from the x-axis (posi tive counter-clockwise)...
(Complex analysis)
Exercise 6 a) Show that the image of the half-plane y > c (c = const) in the z-plane 1 under the inversion mapping w--s the interior of a circle provided that C0 the inversion mapping w hen0? the inversion mapping w = z when c < 0? b) What is the image of the half-plane y > c (c -const) in the z-plane under c) What is the image of the half-plane y > c (cconst) in...
Question 25 (1 point) Protons move clockwise around a circular path of radius 27 cm in a magnetic field of magnitude B = 0.25 T. Proton has a charge 1.6 x 10^-19 C. What is the magnitude of the momentum of the protons and which direction is the magnetic field pointing? O 0.54 x 10^-20 kg-m/s, out of the plane of the circle Onone of these 1.1 x 10^-20 kg-m/s, into the plane of the circle 0.54 x 10^-20 kg-m/s,...
An airplane flies in a great circle route of radius R with a constant relative velocity vo to the earth which is rotating at ae. The angle between the normal direction of the big circle plane and the earth axis is 45° Solve for the airplane's acceleration relative to a 1. non-rotating frame trang with the earth's center. (30 pints) ee er x' Great circle frame (x'y'z') Great circle route
An airplane flies in a great circle route of radius...