What privileges did elite groups of the era typically have that lower social groups did not?

When traveling outside of the United States it is often useful to be able to convert between temperatures measured using the Fahrenheit scale and temperatures measured using the Celsius scale. The standard formula for determining temperature in degrees Fahrenheit when given the temperature in degrees Celsius is, $F=\frac{9}{5} C+32$. We can write this formula using function notation by letting $F = g(C)$ and writing $g(C)=\frac{9}{3} C+32$. The function g defines a process for converting degrees Celsius to degrees Fahrenheit. a. State the meaning of g(100) and evaluate g(100). b. Solve the equation $g(C)=212$ and explain how you arrived at your answer. c. Define a function h that converts Fahrenheit temperature to its Celsius temperature. (Hint. Generalize the steps you described in part (b) that reverses of g. You can also solve $F=\frac{9}{3} C+32$ for C.) d. Determine the values of g(100) and h(212). e. Determine the values of g(h(212)) and h(g(100)) without performing any calculations. What do you notice about the relationship between g and h? f. Represent the value of g(h(n)). Represent the value of h(g(k)). What do you notice about the relationship between g and h?

The following accounting events apply to Mary's Designs for the year 2016:

Asset Source Transactions

1. Began operations by acquiring $90,000 of cash from the issue of common stock.

2. Performed services and collected cash of$9,000.

3. Collected $36,000 of cash in advance for services to be provided over the next 12 months.

4. Provided$58,000 of services on account.

5. Purchased supplies of $5,200 on account.

Asset Exchange Transactions

6. Purchased$21,000 of land for cash.

7. Collected $49,000 of cash from accounts receivable.

8. Purchased$3,150 of supplies with cash.

9. Paid $12,000 for one year's rent in advance.

Asset Use Transactions

10. Paid$24,000 cash for salaries of employees.

11. Paid a cash dividend of $5,000 to the stockholders.

12. Paid off$3,600 of the accounts payable with cash.

Claims Exchange Transactions

13. Placed an advertisement in the local newspaper for $2,600 on account.

14. Incurred utility expense of$1,800 on account.

Adjusting Entries

15. Recognized $12,000 of revenue for performing services. The collection of cash for these services occurred in a prior transaction. (See Event 3.)

16. Recorded$8,000 of accrued salary expense at the end of 2016.

17. Recorded supplies expense. Had $1,900 of supplies on hand at the end of the accounting period.

18. Recognized four months of expense for prepaid rent that had been used up during the accounting period.

19. Recognized$500 of accrued interest revenue.

Required

Record each of the preceding events in T-accounts.

Identify the correct term or person that best matches the following description.

Supporter of political and social reform

Writing Direct Quotations. Complete these sentences. __________." he announced.

Simplify by first writing in radical form.

$$16^{3 / 4}$$

Let X be the number of students who show up for a professor’s office hour on a particular day. Suppose that the pmf of X is $p(0) = .20, p(1) = .25, p(2) = .30, p(3) = .15,$ and $p(4) = .10$. What is the probability that the professor shows up?

Should organizations that promote free trade have environmental or social checks and balances? Why or why not?

Who were the authors of The Federalist Papers and what was the purpose of writing it?

Explain why promotion via social media is likely to become much more important in future.

Reproduce Figure $7.6$ by performing the following calculations: (a) Calculate the expressions

$$M_1=\frac{\partial f}{\partial t}+\frac{\partial f}{\partial y} f(t, y) \quad \text { and } M_2=\frac{\partial f}{\partial y}$$

for $f(t, y)=-2 t y^2$. (b) Given the initial-value problem

$$\frac{d y}{d t}=-2 t y^2, \quad y(0)=1,$$

the interval $0 \leq t \leq 2$, and $n=100$ steps, calculate the point $\left(t_1, y_1\right)$ that corresponds to the first step of Euler's method. Evaluate the quantity $M_1$ at the point $\left(t_0+\Delta t / 2,\left(y_0+y_1\right) / 2\right)$, and use this value to estimate the error $e_1$. How does your estimate compare with the true error $e_1$ ? (c) Calculate the point $\left(t_2, y_2\right)$ that corresponds to the second step of Euler's method. Evaluate $M_1$ at the point $\left(t_1+\Delta t / 2,\left(y_1+y_2\right) / 2\right)$ and $M_2$ at the point $\left(t_1,\left(y_1+y_2\right) / 2\right)$. Use these values to estimate the error $e_2$. How does your estimate compare with the true errur $e_2$ ? (d) Repeat part (c) for the remaining 98 steps. (e) Make two plots-one that plots the true errors $e_k$ versus $k$ and the other that plots the estimated error versus $k$.

You want to buy a new sports coupe for $84,500, and the finance office at the dealership has quoted you an APR of 5.2 percent for a 60-month loan to buy the car. What will your monthly payments be? What is the effective annual rate on this loan?

Simplify by first writing in radical form.

$$-27^{5 / 3}$$

Confirm your understanding of the text by writing a summary of Act V.