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Eddi Din [679]
3 years ago
10

What are the reasons for an increase in the garbage that we generate?

Biology
2 answers:
natulia [17]3 years ago
5 0
The reasons for an increase in the garbage that we generate are because for increasing the population, increasing demand and consumption, and advancements of a new technology with no proper know how of disposal.
Sedbober [7]3 years ago
4 0

Answer:

increase garbage that we gernate.

Explanation:

The mismanagement of landfill waste caused by garbage pollution

Litter on every corner or on the side of the road.

Oil spills.

Illegal dumping in natural habitats.

Debris or damage caused from unsustainable logging practices.

Pesticides and other farming chemicals.

Nuclear accidents or radiation spills.

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Scientists are studying how the construction of a farm affects the blood diversity of insects in a forest before the Farm was co
fredd [130]

Answer:

The function f(n)=log_{0.96}(\frac{n}{186})

Explanation:

Wherever we are studying logarithmic decrease or increase, we can construct our logarithmic function following the next recipe :

f(n)=log_{x}(\frac{n}{y}) (I)

Where ''n'' is the value that we want to obtain (following a logarithmic decrease or increase).

Where ''f(n)'' is the time needed to obtain that variation.

Where ''x'' is the parameter related to the percentage decrease or increase

And where ''y'' is known as the original population.

Now let's use the question to learn how to use the expression (I) :

In order to find the parameter ''x'' we need to know how porcentual the population changes. We know that the number of insect species decrease by 4 % per month.

Therefore, for the initial month we will have the 100 % of the number of insect species. For the first month we will have a decrease of 4 % which can be written as the 96 % of the original population.

We write 100 % - 4 % = 96 % ⇔ 1-0.04=0.96

That's how we obtain the parameter x. In this case we subtract 0.04 to the original population 1 because we have a decrease. Otherwise we would have added if we had had an increase. The number 0.96 represents that month by month we obtain the 96 % from the previous month. The value from the parameter is x=0.96

Now the original population of insect species is 186. Therefore the value for y is y=186. Using the values obtained in the expression (i) we have :

f(n)=log_{0.96}(\frac{n}{186})

For example,

We have 186 number of insect species at the time origin. A decrease of 4 % can be calculated as

(186)(0.96)=178.56 which is the value expected for the first month. Now if we use this value in the expression (I) :

n=178.56 ⇒ f(178.56)=log_{0.96}(\frac{178.56}{186})=log_{0.96}(0.96)=1 ⇒

f(178.56)=1

This means that to obtain 178.56 number of insect species we need to wait one month to achieve this value. Which fits with the problem data.

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