Answer: C
Explanation: It is the best comparison.
Assuming that the graph follows the normal laws of economics, the line represents supply
Answer:
Coral reefs ecosystem : It is a type of ecosystem which is present inside the ocean water. It is made up of coral, sponges and crustaceans etc. It is very important to conserve biodiversity of marine because more than twenty five percent of marine animals are live there.
Answer: 1) The environment can impact and influence how people and societies live because it is where we grow up and where we go thrive and live. Imagine a world without sun and grass. It was just dirt and the moon all day long. This is an example why our enviorment is so meaningful for us and our society. We rely so much on the enviorment.
Explanation: 2)People modify the enviorment by making is better and worse. The impact that it has on our resources and enviorment is that like the first example imagine if there was no sun. Most of our food in fact all of our food will be gone. Also the enviorment would not thrive because there would be no sun . Imagine no water, we need water to survive imagine our society and the enviorment. Global Warming can most definately modify the enviorment in a harmful way. Solar panels can modify our enviornment in a useful way.
CALCULATOR PART
1. The area of R + S is unsigned, meaning you want to find

where
is the interval between the leftmost and rightmost intersections of
and
.
First use your calculator to find these intersections:

so that
and
. Now compute the integral using your calculator:

2. The volume, using the washer method, is given by the integral

3. A circle of radius
has area
; a semicircle with the same radius thus has area
. Each cross section of this solid is a semicircle whose diameter is the vertical distance between
and
, or
. In terms of the diameter
, the area of each semicircle would be
. Then the volume of the solid is

NON-CALCULATOR PART
4. The mean value theorem says that for a function
continuous on an interval
and differentiable on
, there is some
such that

If this
happens to be an antiderivative of
, then we end up with

is continuous and differentiable everywhere, so the MVT applies. We have
, so the MVT tells us there is some
such that

That is, the average value of
on
is 0. The MVT says there is some
in the interval such that the function takes on the average value itself; this happens for
.
5. This question seems to be incomplete...