• Join over 1.2 million students every month
  • Accelerate your learning by 29%
  • Unlimited access from just £6.99 per month

The rain forest of Amazonia.

Extracts from this document...

Introduction

The rain forest of Amazonia

        “The biggest rain forest on earth is now disappearing!”, “Trees have been cut down in an enormous speed in Amazonia.”……etc. these headlines have already been around us for a very long time, but have anyone actually done anything to it? I don’t think so, in fact, people just not care about it, they scarcely think that it is important!

        A local rubber tree cutter in the area, who works in 30, hectors big land, but in this big piece of land, with 30 thousand trees in the area and he has got only 60 rubber trees, so how can he get enough rubber to survive? He actually visits every rubber tree in the land and take very little bit of rubber liquid from each tree.

...read more.

Middle

        Another big problem in the forest is the mahogany trees which are so popular for making furniture that those furniture companies just cut down a big piece of land, the land can be tens of hectors! The value of mahogany trees is 500pound per cubic metre, and the funny thing is that Britain is the biggest buyer of those trees! In a hector of land, you may find 1 or 2 adult mahogany trees if you are lucky, so you can see how much land do the company need to cut to make so much furniture.

        Papers are made of trees; look around where you are if there is any paper? Even this case study you are reading is printed on papers!

...read more.

Conclusion

        There are thousands of problems in the forest; the government of Brazil says the forest will be there for more than 300 years and the local authorities says the forest will disappear in 40 years but all those argues are just useless, because the forest is going to disappear anyway! So what is the point of arguing! Why don’t we just stop the deforestation and take care of it! Just because of the profit they can get so they don’t care about the animals, plants, and people? I think we should stop cutting down trees and start take care of it right now!

...read more.

This student written piece of work is one of many that can be found in our GCSE Fencing Problem section.

Found what you're looking for?

  • Start learning 29% faster today
  • 150,000+ documents available
  • Just £6.99 a month

Not the one? Search for your essay title...
  • Join over 1.2 million students every month
  • Accelerate your learning by 29%
  • Unlimited access from just £6.99 per month

See related essaysSee related essays

Related GCSE Fencing Problem essays

  1. Determination of ethanol in beer by gas liquid chromatography.

    The limitation on the suitability of compounds for analysis by GLC are that the analyte must have a significant vapour pressure and be thermally stable at some point within this temperature range. ( 1 ) Objectives 1- To determine accurately the ethanol content of a can of beer by gas liquid chromatography using external standardisation with an internal standard.

  2. Fencing problem.

    � 50 Area of rectangle 4 = 62500m2 Area of rectangle 2 = Base � Height Area of rectangle 2 = 50 � 150 Area of rectangle 2 = 7500m2 Area of square 3 = Base � Height Area of square 3 = 50 � 50 Area of square 3

  1. Biological Individual Investigation What Effects Have Management Had On Grasses In Rushey Plain, Epping ...

    I also noticed that the grass here was taller than in the un-managed areas, where the trees blocked out a lot of the light. This was why I decided to carry out my investigation on grass height. The grass I will be measuring is Wood Meadow-grass (Poa nemoralis).

  2. Regeneration has had a positive impact on the Sutton Harbour area - its environment, ...

    Although it may seem an odd question to ask, it is actually quite useful. Firstly it lets us know if, after building and restructuring work has been carried out, if the roads were left in an acceptable state. Also, even though a minor part of regeneration, well maintained surfaces keep

  1. Maths Coursework - Cables: For this assignment I have been requested to study a ...

    x value of (x)) + (Total number of y) x value of (y)) Thread length = ((n.s.) x (1/n.s. x ?d )) + ((total number of y) x (2r)) = ?d + ((total number of y) x (2r)) Turn over to see how I noticed how to get the total number of (y) ... The total number of (y)

  2. Investigating heat loss in different sized animals.

    have the smallest temperature loss because the 2000cm3 beaker has the smallest surface area to volume ratio. Plan I am going to collect five different sized beakers - 100cm3, 250cm3, 500cm3, 1000cm3 & 2000cm3 each beaker representing different sized animals.

  1. Estate agents - It is essential that my current furniture fits into the house ...

    are the dimensions from the scale plan 150 x 900 = 135000 cm2 ? to metres = 135000 / 10000 = 13.5 m2 Check = 3.75 x 3.60 = 13.5 m2 Volumes of the rooms Kitchen ~ 12.5cm x 12cm x 8cm = 12000 This must be multiplied by 27000

  2. The Fencing Problem

    Equation for area uses one horizontal and one vertical side height and base. 500 - B = H The height equals the perimeter minus the base. To find area the formula is Base ( Height, the formula I will use is: Area = Base ( 500 - Base This formula

  • Over 160,000 pieces
    of student written work
  • Annotated by
    experienced teachers
  • Ideas and feedback to
    improve your own work