A 12.0 V dc battery having no appreciable internal resistance, a 150.5 ohm resistor, an 11.2 mH inductor, and an open switch are all connected in series.
A)After the switch is closed, what is the time constant for this circuit ? 74.4 micro seconds
B)After the switch is closed, what is the maximum current that flows through it ? in A
C) What is the current 73.4 micro seconds after the switch is closed ? in A
D)After the switch is closed, what is the maximum energy stored in the inductor? in micro J

If velocity ​(V) and aggregate output ​(Y) remain constant at

​$5

and

​$1,250

billion​,

​respectively, what happens to the price level ​(P) if the money supply​ (M) declines from

​$425

billion to

​$325

​billion?

​Originally, the price level is

nothing.

​(Round

your response to two decimal​ places.)

After the money supply​ decreases, the price level is

Castaneda v. Partida is an important court case in which statistical methods were used as part of a legal argument. When reviewing this case, the Supreme Court used the phrase "two or three standard deviations" as a criterion for statistical significance. This Supreme Court review has served as the basis for many subsequent applications of statistical methods in legal settings. (The two or three standard deviations referred to by the Court are values of the z statistic and correspond to P-values of approximately 0.05 and 0.0026.) In Castaneda the plaintiffs alleged that the method for selecting juries in a county in Texas was biased against Mexican Americans. For the period of time at issue, there were 180,950 persons eligible for jury duty, of whom 143,150 were Mexican Americans. Of the 881 people selected for jury duty, 346 were Mexican Americans.

(a) What proportion of eligible voters were Mexican Americans? Let this value be p_o. (Round your answer to four decimal places.)

(b) Let p be the probability that a randomly selected juror is a Mexican American. The null hypothesis to be tested is H_o: p = p_o. Find the value of p̂ for this problem, compute the z statistic, and find the P-value. What do you conclude? (A finding of statistical significance in this circumstance does not constitute a proof of discrimination. It can be used, however, to establish a prima facie case. The burden of proof then shifts to the defense.) (Use α = 0.01. Round your test statistic to two decimal places and your P-value to four decimal places.)

z=

P-value=

(c) We can reformulate this exercise as a two-sample problem. Here we wish to compare the proportion of Mexican Americans among those selected as jurors with the proportion of Mexican Americans among those not selected as jurors. Let p₁ be the probability that a randomly selected juror is a Mexican American, and let p₂ be the probability that a randomly selected nonjuror is a Mexican American. Find the z statistic and its P-value. (Use α = 0.01. Round your test statistic to two decimal places and your P-value to four decimal places.)

z=

P-value=

Before completing the assignment, please review the Summary Case, Niles v. City of San Rafael in your text (pgs. 198-199).

In this case, negligence was successfully established against both the pediatrician and the hospital. Please reason through the elements of negligence as presented in this case and establish a case against both the pediatrician and hospital individually, utilizing the elements of negligence and the facts presented to make your case.

A charged particle with negative charge Q=-5C is moving with the speed v=400 m/s and the direction of the velocity vector is at 60 degrees above horizontal as shown in the figure below. The particle moves in the presence of the magnetic field B produced by the long horizontal wire with current I=100 A flowing to the right.

A.)Find the magnitude of the magnetic field B at the location of the particle, 10 cm above the wire. Give your answer in mT (10^-3 T) units.

B.)Find the direction of the magnetic field at the location of the particle.

Pick the correct answer out of multiple options

Pick the correct answer out of multiple options

horizontally to the right

pointing up

pointing out of the page

horizontally to the right

pointing into the page

pointing down

C.)Find the magnitude of the magnetic force acting on the moving particle. (in newtons)

D.) Find the magnitude of the horizontal component of the magnetic force. (in newtons)

E.)We assume that the x axis is horizontal in the paper plane pointing to the right, y axis is in paper plane pointing up, and z axiis is horizontal pointing out of paper plane. Thus x-z is the horizontal plane.

In this coordinate system determine the direction of the horizontal component of the magnetic force (vettical component is either along y or opposite to the y axis)

Pick the proper orientatioin of the horizontal force component.

along positive z direction (out of pager)

inclined at 30 degrees from negative z axis

along negative x direciton (to the left)

along +x axis (to the right)

inclinded at 60 degrees form positive z axis

inclined at 60 degrees from negative x axis

along negative z direction (into the page)

inclined at 30 degrees from positive x axis

A 100 hp, 220 V, 1200 rpm DC shunt motor with an armature resistance of 0.05 ? and a field resistance of 50 ?. The motor has compensating windings, so armature reactance can be ignored. Mechanical and core losses may be ignored also. The motor is driving a drilling machine, TL ? (1/n). The motor is driving a load with a line current of 120 A and an initial speed of 1200 rpm. Assume Linear Magnetization curve
i. What is the motor speed if the field resistance is increased to 55?? While supplying a constant-torque load
ii. Calculate the motor speed as a function of the field resistance, assuming a constant-Load Torque. Plot the motor speed as a function of the field resistance.

v

Today is 15 June 2020. A forward contract maturing on 10 January 2021 is written on a bond paying coupon rate 3.00% maturing on 19 October 2030, with current price 99.12. The bond pays semi-annual coupons. The OIS curve is flat at 3.10% (with continuous compounding). What is an appropriate price for the forward contract?

		102.20
		99.11
		99.38
		99.18

v

As the book-keeper for your company you are required to create quarterly financial statements (Income Statement, Statement of Owner's Equity Balance Sheet and Statement of Cash Flows) in order to report on the financial activities of the company for the quarter (three months). In your accounting classes you learned about four types of adjustments: (1) prepaid expenses, (2) unearned revenues, (3) accrued revenues, and (4) accrued expenses.

It is now March 29th, and in preparation for creating the 1st quarter's financial statements ( as of 3/31), you have called a meeting with the Dept. Managers for Accounts Receivable and Accounts Payable to confirm deadlines that have to be met for March-related transactions. As the meeting is about to start the owner walks in - she sits quietly as you explain the deadlines, but as soon as you have finished she says "Well, for this quarter, if we have not paid March invoices by March 31, there is no need to record them in March. We can record/expense those invoices when we pay them in April or May."

Required:

Do you agree with the owner, or, do you feel that an adjusting entry is necessary in the situation described? If so - which type of adjusting entry is needed?

Why is the adjustment necessary? (Refer to concepts in the chapter) In your post:

a) discuss the impact (understated or overstated) on the accounts affected if the adjustment is not made, and

b) explain how the adjustment affects the appropriate financial statements

3, Assume one of the unpaid invoices is for $2,000 in Advertising. Show the type of adjusting entry you would create.

Select the most appropriate statement: In Standard Chartered Bank of Australia Ltd v Antico, the court held that the test for classifying an entity as a shadow director involves:

Select one:

a. None of these options apply

b. Checking whether the directors of the subsidiary company habitually comply with the instructions of the parent company, over a period

c. Checking whether the parent company has a nominee director on subsidiary company's board

d. Checking whether the parent company encouraged the subsidiary company to take out a loan

e. Whether the parent company influenced one of the business decisions of the subsidiary company

v

To illustrate how to conduct rate-of-change calculations, we will use the following example. Note that this is just an example; the data in the table below do not match the data collected in this experiment.

Fossil Stickleback Pelvic Phenotype Totals
	Layer 1	Layer 2	Layer 3	Layer 4	Layer 5	Layer 6
Complete:	20	8	3	1	3	0
Reduced:	0	5	16	19	5	16
Absent:	0	7	1	0	12	4

Using these numbers, you need to calculate the rate of change in the relative frequency of stickleback with a complete pelvis per 1,000 years.

Step 1. Calculate the relative frequency of stickleback with a complete pelvis in each layer using this formula:

Relative frequency =

stickleback with a complete pelvis total number of stickleback analyzed in the layer

In this example, layer 1 had a total of 20 fish and 15 had a complete pelvis; the relative frequency of fish with a complete pelvis is 15/20 = 0.75. In other words, 75% of fish in that layer had a complete pelvis.

For layer 2 the relative frequency of fish with a complete pelvis is 0.5.

Step 2. Calculate the rate of change in relative frequencies between layer 1 and layer 2—a span of 3,000 years.

To do that, you subtract the number of the older layer (layer 1) from that of the more recent neighboring layer (layer 2).

Thus, the change in relative frequency of stickleback with a complete pelvis between layer 1 and layer 2 = 0.5-0.75 = -0.25. (Note that it is a negative number because the relative

frequency of fish with a complete pelvis decreased.)

Step 3. Calculate the rate of change for 1,000-year increments. To do this, you must divide each rate of change by 3 because there are 3 1,000-year increments between layers 1 and 2, and between layers 2 and 3, and so on.

So, the rate of change in relative frequency of stickleback with a complete pelvis between layer 1 and layer 2 per 1,000 years = -0.25/3 = -0.083. In other words, for every thousand years between layer 1 and layer 2 there is an average 8.3% decrease in the relative frequency of fish with the complete pelvis.

First 3,000 years
(From layer 1 to layer 2)

?

Next 3,000 years
(From layer 2 to layer 3)

?

Next 3,000 years
(From layer 3 to layer 4)

Next 3,000 years
(From layer 4 to layer 5)

?

Next 3,000 years
(From layer 5 to layer 6)

?

Rate of change per
thousand years

?