(b (b d o р There are several forces acting on each sphere: gravity is pulling...
Coulomb’s Law
A massless sphere of charge q1 = 0.640 µC is at the end of a
spring in equilibrium as shown below in figure a. When a charge q2
= -0.410 µC is held beneath the positively charged sphere as shown
in figure b, the spring stretches by a distance d = 3.60 cm from
its position in figure a. When equilibrium is reestablished, the
distance r between the charges is 5.20 cm. What is the spring
constant of...
ements Constants ents SOLUTION We will look at an example where several forces are acting on an object, but in this case the forces are not all along the same axis. As shown in (Figure 1), a car engine with weight to hangs from a chain that is linked at point to two other chains, one fastened to the ceiling and the other to the wall. Find the tension in each of the three chains, assuming that is given and...
at are asked for LONG PROBLEM: This problem consists of several parts. You must solve for all the results that are answers will be supplied for you. You must show all work to receive any credit. NO WORK NO CREO Points: 5 3) A metal sphere hangs from a string and has 6.5 kg of mass. The sphere has a charge of -4.5 C. A uniform electrie turned on and directed to the right.. Drawn free-body diagram to the right...
please help me with drag forces?
Part A and B is done. I just need help wit
part E F G and H
PHY241 su19 Assignment about Drag Forces Name Assignment for projectile with drag forces: Parts a and b of this question about an airplane and hanging sphere is from chapter 4 class notes / exploration (answer key is posted for parts a and b). Continue with part c A 100.0 kg sphere hangs from an airplane by a...
А D z Problem 3. Work done by gravity and change in gravitational potential energy In problem the box was moving in a horizontal direction, and therefore no work was done by gravity. Here, we will analyze a situation where the force of gravity has some component that points along the direction of the displacement, and therefore there is non-zero work done by gravity on the system of interest Consider a box of mass 10 kg, initially at rest, which...
7:47 PM Sat May 11 22% CLN PHYSICS 12 Rey. Sept/201 Consider two small spheres, each of mass m and positive charge q, hanging from light threads of lengthst the dagram draw and label all forces on sphere L Label the distance,t, that you would une to determine the magnitude of the electric force acting between both pheres On b. Determine the mass, m. for the charges, q#4.400C,I- 2m, and e30 mq Electric Fields: 1 E ko/R is the equation...
Find T, the tension in the cable. Remember to account for al the forces in the problem. Express your answer in terms of m1, m2, L, d, θ, and g, the magnitude of the acceleration due to gravity. A uniform steel beam of length L and mass mi is attached via a hinge to the side of a building. The beam is supported by a steel cable attached to the end of the beam at an angle , as shown....
You sit on Earth taking a physics test.a. What is the force of gravity from the planet Jupiter (mass = 1.9 * 1027kg) pulling on you (mass = 75kg) right now (distance = 5.9 * 1011m)? b. What is the force of gravity between you (still m = 75kg) and the Earth? HINT: you don’t need the mass of the Earth for this, just Newton’s second law! c. The Mass of Jupiter is over 300 times the mass of Earth. Why is...
A 50kg skydiver jumps out of an airplane. We assume that the forces acting on the body are the force of gravity and a retarding force of air resistance with direction opposite to the direction of motion and with magnitude cv^2 where c=.1275 kg/m and is the velocity of the skydiver at time t (and upward is positive velocity). The gravitational constant is 9.8 m/s^2 . a) Find a differential equation for the velocity. b) Determine the terminal velocity in...
Learning Goal:To use trigonometric functions to find sides and angles of right triangles.The functions sine, cosine, and tangent are called trigonometric functions (often shortened to "trig functions"). Trigonometric just means "measuring triangles." These functions are called trigonometric because they are used to find the lengths of sides or the measures of angles for right triangles. They can be used, with some effort, to find measures of any triangle, but in this problem we will focus on right triangles. Right triangles...