Please clearly explain in great detail --- - -- ---- --- -------- ------------ IDILI UCC IOU...
PLEASE EXPLAIN HOW TO DO THESE PROBLEMS IN GREAT DETAIL SO THAT I CAN DO SIMILAR PROBLEMS. Use the diagram below for the following two questions. Indicate the direction of the net electric field at point P using the direction arrows below. What is the electric potential at point P in the upper diagram? 5.39e3 V 1.0864 V 1.08e6V 0.0 V 4.40e3 V
this question is worth 20 marks so please give detail and explain clearly in good English how to answer the questions will reward with like :) for sco The wave function of a particle is given as V000) = { 0, La expr-c) for x7o. Where a es constant a determine a so that this wave function is normalized ii) Sketch probability density il calculate the expectation value of ac in calculate uncertainty 4x
Please explain in great detail: explain and discuss why it is important to find the resultant of forces acting at a joint. What can we gather form the components of the resultant force (i.e., the FRx, FRy, and/or FRz)?
please explain in great detail how argan oil is a polymer (or not), what its composition is. describe how mica powder is a polymer and its composition.
please explain all steps in detail Richard Feynman, the great 20th century physicist, used the following rule for differentiati of a product of powers: Given f = k·v.vb... (where k, a, b,... are constants), df dr du/dx fa dv/dk +6 + u a) Derive Feynman's rule using logarithmic differentiation. (23 - 22) b) Compute the derivative of f(x) = 6 You don't need to simplify your ans Vx+ 5x2
Can you help me with this problem. Please explain with great detail & hand writting. Find the Laplace Transform of the following equation: X(t) = f*cos(21)
what is chi-square and what does hypothesis testing testing tell us. please explain in great detail for a thumbs up !
In great detail please answer the following (at least 300 words per each question) 1. Explain the 5 main modes of market entry and describe the benefits of each to a particular situation.
please explain in detail. 1.30 The translation operator for a finite (spatial) displacement is given by where p is the momentum operator. (a) Evaluate (b) Using (a) (or otherwise) demonstrate how the expectation value (x) changes under translation.
(30) 1. a) Briefly explain the physical reasoning for requiring a wavefunction to be normalized, b) The state of a harmonic oscillator is given by the wavefunction: P(x, t0) = A1 01(x) + A2 02(x). Where Al and A2 are constants and 1(x) and 02(x) are energy eigenfunctions associated with energies E, and E. What condition must A1 and A2 satisfy in order for 'Plx, t0) to be normalized? c) If the particle in the state P(x,t=0), given above, is...