Explain how Elizabeth I was able to bring a level of religious peace to England.

Why was Peru a difficult place for a civilization to develop?

From where did the term Protestantism originate?

What political, economic, and social factors helped bring about the Reformation?

Which effect do you think had the most permanent impact? Explain.

The vertices of a triangle ABC are given by the coordinates A(3, 2), B(0, 4) and C(5, 3). Triangle ABC is mapped onto triangle A'B'C', the coordinates of its vertices being $\mathrm{A}^{\prime}\left(-3, \frac{9}{2}\right) \mathrm{B}^{\prime}(-6,0)$ and $\mathrm{C}^{\prime}\left(-\frac{9}{2}, \frac{15}{2}\right)$. a) Find the matrix which maps ABC onto A'B'C'. b) Find the matrix which maps A'B'C' onto ABC.

Who were the Huguenots?

How can the effects of one migration become a cause of another migration?

What change would improve the chronological order of the paragraphs? A. Exchange paragraphs 1 and 2. B. Exchange paragraphs 2 and 3. C. Place paragraph 2 to follow paragraph 4. D. Place paragraph 1 to follow paragraph 4. E. Delete paragraph 2.

Write a short paragraph that tells how England became a Protestant nation. Include important people, dates, and events.

Why do you think Luther's teachings caused a split in the Catholic Church when earlier reform movements did not?

How did the Catholic Church respond to Luther’s teachings? Why do you think this was so?

Complete the sentence in a way that shows you understand the meaning of the italicized vocabulary word. The revolutionaries $\mathit{effaced}$ statues of the former dictator because...

A hundred sacks of coffee with a stated mass of 10 kg are unloaded from a train. The mass of each sack is checked and the results are presented in the table. a) Calculate an estimate for the mean mass. b) What is the modal class? $$ \begin{matrix} \text{Mass (kg)} & \text{Frequency}\\ \text{9.8 \leqslant M<9.9} & \text{14}\\ \text{9.9 \leqslant M<10.0} & \text{22}\\ \text{10.0 \leqslant M<10.1} & \text{36}\\ \text{10.1 \leqslant M<10.2} & \text{20}\\ \text{10.2 \leqslant M<10.3} & \text{8}\\ \end{matrix} $$