How do the properties of water help support earth life

tembaga yang massanya 500 gram dan bersuhu 61 c dicelupkan ke dalam air 200 gram bersuhu 35 c. suhu campuran menjadi 40 c jika k

FrozenT [24]

Answer:

the answer is 40c because i just took the test

Explanation:

3 0

3 years ago

What has allowed animals to adapt over time?

jeka94

Natural selection ensures that animals with features that increase their chances of survival are more likely to live and pass those traits on to their progeny.

Animals adapt to their surroundings over a lengthy period of time, which causes those changes. The evolution of adaptations happens across many generations.

<h3>What is an adaptation?</h3>

A physical or behavioral characteristic of an animal that enhances its ability to survive in its environment is known as an adaptation.
To put it another way, an adaptation is something a species does or has on them that makes it easier for them to locate food, water, mates, and shelter.
Among the adaptations that helped animals live and prosper on land are:

Gas exchange using a moist membrane
The ability to traverse land (limbs instead of fins)
The capability of body water conservation
The capability of reproduction and early habitability
The capacity to endure fast environmental changes

<h3>What are the types of adaptation?</h3>

Depending on the environment, there are three basic types of adaptations: behavioral, structural, and physiological.

Physiological- When an animal's body's internal mechanisms adapt to its surroundings.

Structural - Over the course of millions of years of evolution, the animal's bodily features alter.

Behavioral - Animals adjust their behavior in reaction to their environment.

To learn more about adaptations visit:

brainly.com/question/22557205

#SPJ1

6 0

1 year ago

A. Do mammals such as humans have a cloaca?

blagie [28]

Most adult placental mammals have no remaining trace of the cloaca. Being placental animals, humans only have an embryonic cloaca, which is split up into separate tracts during the development of the urinary and reproductive organs.

8 0

3 years ago

How do veins return blood to the heart? select all that apply?

Jobisdone [24]

A relatively small blood pressure gradient is generally insufficient to move blood through the veins under given conditions, thus venous return must be facilitated by valves within veins and two "pumps." ... As skeletal muscles contract, veins are squeezed to help propel the blood toward the heart.

6 0

3 years ago

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 :