

wbere a- is the position of the walker at step n, and the n are independont...
Please, explain clearly & do step by step.
Thanks.
11.7 A walker has a velocity in miles/hr v-4+sin (1.4t) for 0 s t 3 3hr a) Graph v(t) and describe the speed of the walker. b) Find the total distance walked in 3 hours. c) When does the walker's maximum speed occur and what is this maximum speed? Use calculus.
Suppose that a random walker takes N steps of unit length with probability p of a step to the right. The displacement m of the walker from the origin is given by m=n-n', where n is the number of steps to the right and n is the number of steps to the left. Show that m = (p-9)N and om = (m - m)2 = 4Npq.
LSM 5 Part C. Suppose that you are walking on a straight line. You start at position Xo , and only walk in the positive direction. Your positions after taking the ith step is denoted by X,. For each step, your step size, denoted by S, . X,-X,-ı , is a random variable uniformly distributed between 1 foot and 2 feet. Assume that sizes of different steps are mutually independent 8. (10 credits) Let X, be your position after taking...
10 and 11 please
LSM 5 Part C. Suppose that you are walking on a straight line. You start at position Xo =0, and only walk in the positive direction. Your positions after taking the ith step is denoted by X,. For each step, your step size, denoted by S, feet. Assume that sizes of different steps are m 8. (10 credits) Let Xy be your position after taking N steps where N is a given = X,-X,-, is a...
1. Give the experimental line a real test. Come up with an n so
that if the experimental line produces n chips with failure rate
6/38 or less, then the probability of getting a failure rate 6/38
or less under the original production system is less than 0.01.
2. If two random variables have the same generating function,
must they have the same cumulative distribution function?
L.9) Central Limit Theorem Central Limit Theorem Version 1 says Go with independent random...
9. According to quantum mechanics, we must describe the position of electron in the hydrogen atom in terms of probabilities. (a) What is the difference between the probability density as a function of r and the radial probability function as a function of r?(2 pts) (b) What is the significance of the term 4nr2 in the radial probability functions for the s orbitals?(2 pts) (c) Make sketches of what you think the probability density as a function of r and...
I can do the first part of the question 1a, could
someone show me step by step how to do do 1b?
) Y.Ya..., Y, form a random sample from a probability distribution with cumu- lative distribution function Fy (u) and probability density function fr(u). Let Write the cumulative distribution function for Ya) in terms of Fy(y) and hence show that the probability density function for Yy is fy(1)(y) = n(1-Fr (v))"-ify(y). [8 marks] (b) An engineering system consists of...
3. A silicon step junction has uniform impurity doping concentrations of N. 5 x 1015 cm-3 and Nd = 1 x 1015 cm-, and a cross-sectional area of A-|0-4 cm2. Let tao -0.4 s and tpo 0.1 us. Consider the geometry in Figure.Calculate (a) the ideal reverse saturation current due to holes, (b) the ideal reverse saturation current due to electrons, (c) the hole concentration at a, if V V and (d) the electron current at x = x" +...
Assume a p-n step junction in silicon wi concentration of 2x1016,c? and the n-type material doped at 3X10-s,cm3 The intrinsic carrier density is 1.25X101°/cm and all dopants are fully ionized Assume that the effective density of states for silicon is 3.3x10 cm3 for the conduction band and 1.75x101 cm for the valence band. Assume that the temperature is 300K and silicon relative permittivity of 11.7 a. Compute the hole concentration on the n-side and electron concentration th the p-type material...
A 500-N tightrope walker stands at the center of the rope such that each half of the rope makes an angle of 10 degrees with the horizontal. What is the tension in the rope?