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Advocard [28]
3 years ago
15

Find the local linear approximation of f(x) = e^2x at x = 0.

Advanced Placement (AP)
1 answer:
kvv77 [185]3 years ago
5 0
A local linear approximation can be found by taking the first two terms of the Taylor series of the function.

For f(x) = e^2x at x = 0,

f(x) ≈ f(0) + f'(0)(x)
= 1 + 2x
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Annotate the selected reading from Narrative of the Life of Frederick Douglass chapter 6. Write a short journal response discuss
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Notes: Slavery allows it to be so harmful that it changes even the most kind people, making them mean. Education empowers the oppressed. Education is a powerful weapon for blacks. Deprivation can be used as an incentive. Nobody liked to be called an oppressor, even though it was.

I decided to take notes on the most important themes exposed by Douglass. These themes were discovered by reading chapter 6 and by interpreting why Douglass decided to include these moments of his life in his narrative.

The first theme that I noticed is that slavery was widespread and prejudicial to everyone, even for the arms. Slavery placed cruelty in the hearts of white people and made them lose their kindness and kindness by becoming cruel and unworthy. I also noticed that white people were very afraid to allow blacks to have access to education. This is because education allowed the critical thinking that would give blacks the power to fight against the system that oppressed them.

Douglass was deprived of studying, but this deprivation motivated him to strive and receive an education that would make big differences in his life. Last but not least, we can see that the whites knew that the violence of slavery was incorrect, since they did not want them to know that they were extremely violent and oppressive to the slaves they owned.

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Survey data from birth histories of women in two provinces, Shaanxi and Hebei, and one city, Shanghai, obtained in 1985, reveal exceptional achievement for China's population program. In the previous 15 years, the overall fertility rate in Shanghai declined from 1.9 to 1.1, and in the provinces from 5.0 and 4.6 to 2.5 and 2.2. This has been adjudged one of the most successful government-controlled population exercises in recent times.

The second country is: Kenya.

Kenya's population management policy is the best-adjucted average with respect to performance.

<h3>What is population control?</h3>

The process of intentionally maintaining the size of any population is known as population control.

It also refers to the process of restricting the size of an animal population so that it stays manageable, as opposed to conservation biology, which refers to the act of safeguarding a species from high rates of extinction.

Human population planning is the deliberate management of a human population's growth rate.

Learn more about population control:
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