HDI Reflection Questions
1. Which HDI data factor do you feel has the most influence on the index. Clearly explain
your response

Answer:

There are times when memory is very important. Imagine, for example, seeing a stranger for less than a minute as he committed a robbery. On average and in good circumstances, Smith said the witness would accurately pick the suspect from a lineup about 70 percent of the time. Other details may be less accurate. But whether or not you ever actually discover any small or large changes that have occurred, it's unlikely that your treasured memory is 100% accurate. Remembering is an act of storytelling, after all. And our memories are only ever as reliable as the most recent story we told ourselves

Answer:

Globalization is a process of interaction and integration among people, businesses, and governments of different countries.

Explanation:

Answer:

only the 1st one makes any sense

Reducing the amount of things that you purchase would directly result in both: I and III only.

A product can be defined as any physical object (tangible item) that is typically produced by a manufacturer so as to satisfy and meet the demands, needs or wants of every customer. Some examples of a product include the following:

Generally, when a customer reduces the amount of things that he or she purchase, it would directly result in both:

Read more on recycling here: https://brainly.com/question/376227

The most flexible when it comes to course schedules is liberal arts college. The correct option is B.

When it comes to course schedules, liberal arts colleges are usually the most accommodating. Liberal arts colleges typically have smaller class sizes and a more personalised approach to education, allowing them to better accommodate individual student needs and preferences.

They may provide more scheduling options, such as evening or weekend classes, or they may provide more opportunities for independent study or self-designed majors.

Furthermore, liberal arts colleges frequently place a greater emphasis on the development of critical thinking and problem-solving skills that can be applied in a wide range of fields, providing students with greater career flexibility.

Thus, the correct option is B.

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Answer:

E. all of the above

Explanation:

The productivity of a forest is affected and defined by numerous factors. The soil fertility provides the nutrients for the growth of the plants, so the more fertile the soil is the more vegetation there will be, and vice versa. The water supply defines the type of vegetation in the forests, as well as how much that vegetation will produce. The higher amounts of water result in high productivity, while the smaller amounts of water in lower productivity. The climate is always a very important factor, as it can either have negative influence on the forest productivity if it is too harsh or be the basis for high productivity if it is more moderate. The human activities are the newest factor that influences the forest productivity. The humans, with their activities, are more often than not a serious threat to the forests, as most commonly it ends up with destruction of the forest.

Answer:

E) all of the above

hope this helps youu!!

Answer: A.) 8

Explanation:

Use u-substitution.

(1) Let u=x^3

By the power rule, du/dx=3x^2

Multiplying by dx and dividing by three, we have du/3=x^2dx

To find the new lower bound of integration, plug the old bound, -3, for x in equation (1). We get u=(-3)^3= -27

Similarly, when the upper bound 3 is plugged in, u=27

Now, replacing f(x^3) with f(u) and x^2dx with du/3:

[tex]\int\limits^{3}_{-3} {x^2f(x^3)} \, dx= \int\limits^{27}_{-27} \frac{f(u)}3 \, du \\=\frac{1}3\left[\int\limits^{0}_{-27} {f(u)} \, du+\int\limits^{27}_{0} {f(u)} \, du \right] (2)\\Observe:\int\limits^{0}_{-27} {f(u)} \, du=\int\limits^{27}_{0} {f(u)} du\; \text{ because f(x) is an even function}\\\text{Substitute the left hand side integral for the RHS in equation (2):}\\=\frac{1}3\left[2\int\limits^{27}_0 {f(u)} du\right]\\=\frac{1}3 (2)(12)=8[/tex]

since the value of the first integral of the question = 12, which is given. Although the variable is different than the given (u instead of x), it's still the same integral

Answer:

a

Explanation:

becauase i said so