A long solid cylindrical wire of radius 001 meters carries
A long solid cylindrical wire of radius 0.01 meters carries a current whose density (current per unit area) is given by J=0.02r^2.
Determine the magnetic field everywhere.
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A 10 kg block is allowed to slide down a frictional incline for a length of 10 m on an incline of 35. How long is the block in the air
Consider a movie rental store that stores movie information, movie rental information, customer information.
Calculate the pH of a solution that results from mixing 19.5 mL of 0.145 M HCN(aq) with 22.1 mL of 0.108 M NaCN. The Ka value for HCN is 4.9 x 10-10.
A long transmission wire carries an AC current given by I=400 sin(120pi*t). The transmission wire is parallel to the x-axis and located at y=0, z=20. What will be the induced voltage in the loop
write a matlab program that accepts a code number and an input string and outputs a coded version of the string. wtite a second program that accepts a code number and a scrambled string , and decodes it, outputting the original sentence.
Three parallel wires are parallel to the y-axis, and all are at z=0. The first is glued to the table top at x=0 and carries a current of 3 amps in the positive y direction. What is the initial acceleration(magnitude and direction) of the second wir
What is the final concentration (in M) of 15.4 mL iron(III) chloride solution with an initial concentration of 1.94 M which is diluted with 19.5 mL of solvent
An independent set of a graph G=(V;E) is a subset V`C= V of vertices such that each edge in E is incident on at most one vertex in V`. The independent-set problem is to find a maximum-size independent set in G.
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