Answer:
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Factors affecting forest growth and possible effects of ...
by Y Yang · 2006 · Cited by 56 — The results are in agreement with the results of PCA. The major factors influencing forest growth are ...
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https://academic.oup.com › cpi062
Factors affecting forest growth and possible effects of ...
by Y Yang · 2006 · Cited by 56 — Even with the huge efforts at both gov- ernmental and local levels, forest cover in 1990 was only 15.3 per ...
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What factors affect the growth of forest?
4 Factors affecting forest resources
4.1 General. Bhutan's economy is a basic need-based economy with predominance of the agriculture, livestock and forestry sectors. ...
4.2 Human population. ...
4.3 Agriculture. ...
4.4 Livestock. ...
4.5 Human development. ...
4.6 Economic development. ...
4.7 Inter and intra-sectoral growth. ...
4.8 Economic linkages with other sectors.
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<u>ANSWER:</u>
Quito, Ecuador has a <u>cooler</u> climate than surrounding areas although being relatively close to the equator because it has a <u>higher</u> elevation.
<u>EXPLANATION:</u>
- At the altitude of 2, 850 meters; it is located at a fairly elevated region.
- The average temperature during the day time in Quito is around degrees and it is fairly cool during the night time with an average temperature of 9 nine degrees.
- Quito is a historic and touristic town in Equator. It is also called as the middle of the world as the exact point of equator lies there.
- Quito is also surrounded by volcanic mountains and many natural as well as man-made attractions. It is a beautiful city.
Well there are many words that can answer that. Is there a word box or hints towards the specific words? If not just say heavily.
Answer:
a=2.69 in
b=11.37 in
c=11.69 in
Explanation:
If we mark shorter side as a, we can write all sides expressed through a.
So:
- short side is a
- longer side is 6 in longer then twice the length of short side b = 2a + 6
- hypotenuse is 9 in longer then short leg c = a + 9
Now we can write the Pythagoras theorem a^2 + b^2 = c^2 as:
a^2 + (2a + 6)^2 = (a + 9)^2
a^2 +4a^2+24a+36 = a^2+18a+81
When we solve this, we get:
4a^2 + 6a - 45 = 0
Now we have a quadratic equation which can be solved as:
x = -b ± √(b^2 - 4ac) / 2a
When we plug in the values, we get that x equals 2.69 or -4.19
It's obvious that length of a side can not be negative, which means that a = 2.69 in.
Side b is 2a + 6, which is 11.37 and c is a + 9 which is 11.69 inches.
These are lengths rounded to two decimals so due to this approximation they may not be completely precise.