History, 03.04.2020 16:50 Scoopaloop

How did the Dred Scott decision heighten sectionalism and contribute to the Civil War?

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Answer from: GalleTF

Sectionalism

Explanation:

Sectionalism. The Dred Scott case decision was one of the biggest reasons that the South seceded. While the South wanted to keep their slaves, the north wanted to set those slaves free and make them citizens. This led to rising tensions & finally led to the secession of the south.

Answer from: stella013108

Sectionalism.

Explanation:

The Dred Scott case decision was one of the biggest reasons that the South seceded. While the South wanted to eep their slaves, the north wanted to set those slaves free and make them citizens. This led to rising tensions & finally led to he secession of the south.

Answer from: Quest

among the options given on the question the correct answer is option d.

tan winces when she describes her mother’s english as “broken.”

explanation: the excerpt is from "mother tongue" is an essay by amy tan. the purpose of writing this essay was describe the challenging situation of someone who was raised in a family where the parents could not speak proper english and the influence of the situation.people also could judge the individual for the poor english.

however, amy tan described the english of her mother as broken according to the other people. but every time, she referred as broken she winced. because, she began to understand the world with her mother's english.she could understand her mother's english.

therefore, tan winces when she describes her mother’s english as “broken.”

Answer from: Quest

Remember soh-cah-toasoh: $\sin(angle) = \frac{opposite}{hypotenuse}$ cah: $\cos(angle) = \frac{adjacent}{hypotenuse}$ toa: $\tan(angle) = \frac{opposite}{adjacent}$ now, looking at the picture we can see that we have an angle, the hypotenuse and want to find the value of the adjacent side to the angle. so we use cah to find the adjacent angle. plug in what we have: $\cos(69) = \frac{x}{17}$ we need to solve for x now so we get it by itself on one side: $\cos(69) \times 17 = x$ plug this into your calculator and you'll find that: $x = 6.09$

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