Final answer:
The question involves calculating inductance, resistance, and capacitance for a specific wire setup at a given frequency, requiring electrical circuit formulas and knowledge of the materials in use.
Step-by-step explanation:
The question asks to compute various electrical properties—total internal and external inductances, resistance, and capacitance—for a pair of 28-gauge solid wires that are 5 inches in length and separated by 50 mils at a frequency of 10 MHz. This involves understanding and applying the concepts of electrical circuits, inductance, resistance, and capacitance. However, the problem can't be solved without additional information or the specific formulae that describe the geometries involved in the setup of the wires. Also, standard formulas are used to calculate these properties given certain parameters, such as the physical dimensions of the wires, the frequency of operation, and the electrical properties of the materials involved.
The calculation would typically involve the use of equations derived from Maxwell's equations, such as those relating to the self-inductance of a solenoid, a coaxial cable, and an RLC circuit, as well as the concept of mutual inductance when discussing coils in proximity to each other. Equations for inductance (L), resistance (R), and capacitance (C) would be applied to the specific setup described in the problem.