How did the expansion of voting rights contribute to Andrew Jackson's victory in the 1828 presidential election?

How did the split of the Democratic Party affect the outcome of the 1860 election and the Southern states'decision to secede?

Use scientific notation, the Laws of Exponents, and a calculator to perform the indicated operations. State your answer rounded to the number of significant digits indicated by the given data.

$$\frac { \left( 3.542 \times 10 ^ { - 6 } \right) ^ { 9 } } { \left( 5.05 \times 10 ^ { 4 } \right) ^ { 12 } }$$

Give one reason why most southerners were upset about Lincoln's election in 1860.

In your own words, describe the two laws of reflection.

Use scientific notation, the Laws of Exponents, and a calculator to perform the indicated operations. State your answer correct to the number of significant digits indicated by the given data.

$$\frac{\left(3.542 \times 10^{-6}\right)^9}{\left(5.05 \times 10^4\right)^{12}}$$

How did the majority of voters in the presidential elections of 1828 and 1840 exercise their vote in a similar way?

What are the characteristics of the following conservation laws: mass-energy, electric charge, linear momentum, angular momentum, baryon number, lepton number? Explain how they are related to fundamental laws of nature.

Discuss the following conservation laws: energy, linear momentum, angular momentum, electric charge, baryon number, lepton number, and strangeness. Are all of these laws based on fundamental properties of nature? Explain.

Seventy percent of a town's population voted in an election. If $1,589$ people voted, what is the population of the town?

A vocabulary word appears in italics in the sentence or short passage below. Think about how the word is used in the passage. Then write a definition for the vocabulary word.

After a recount showed he had won the election, Senator Case had to $recant$ his statement that the election was fixed.

Use the Laws of Logarithms to expand the expression.

$$\log _3(x \sqrt{y})$$

Consider the laws of exponents $A^{\prime} A^{\prime}=A^{r+1}$ and $\left(A^r\right)^{\prime \prime}=A^{r s}$. Show that if $A$ is invertible, then these laws hold for all negative integer values of $r$ and $s$.

Why do you think Americans voted so overwhelmingly for Johnson in the presidential election of 1964?