References: Tel : 2311-0561‚ 2833-2929 Email: info@toa-school.edu.hk
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“I Like to See It Lap the Miles” In “I Like to See It Lap the Miles‚” Emily Dickinson uses metaphoric comparisons of a train to a horse. Dickinson also uses distinctive vocabulary to emphasize objects and places in the poem‚ perhaps to confuse the reader on what the poem is truly about. Although the poem never mentions the words “train” or “horse”‚ Dickinson’s choice of words makes the reader think it is about a train. In the poem Dickinson gives the train characteristics that relateto the
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Air pollution Name: Sean Lim Class: 1E HAZE IN MALAYSIA KUALA LUMPUR — The haze situation in Malaysia has improved significantly as air pollutant index (API) levels drop in Port Klang and in other areas in Selangor as well as in Perak. The highest API for the 7am reading today (June 26) is 148 at Nilai in Negeri Sembilan. Port Klang’s API dropped from the hazardous levels of 487 yesterday to 140 this morning. Meanwhile‚ Kuala Lumpur’s API reading stands at 100
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The time I have spent so far observing my mentor teacher has provided me with an immense amount of benefits. The classroom observations have given me a sense of opportunity to see my mentor teacher and get a sense of real-life teaching situations. Overall‚ viewing the classroom‚ has helped me noticed what I will be facing when I first begin teaching my own lesson. As the teacher first introduced his lesson to the class‚ he brings in a binder warm-up in which gives students an open mind to what
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Gregor Mendel and the Principles of Inheritance Intro: In the 1800’s‚ a hypothesis existed that suggested that genetic material is contributed by the two parents by mixing an equivalent way. However‚ this “blending hypothesis” did not last long due to the discovery that if this had been true‚ we would end up with a uniform population of individuals. Gregor Mendel‚ a scientist and monk‚ documented a particulate mechanism for inheritance. This was developed before chromosomes were observed under
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Corruption is the abuse of entrusted power for private gain. The former U.N. Secretary General‚ Kofi Annan said‚” Corruption is an insidious plague that has a wide range of corrosive effects on the society. It undermines democracy and the rule of law‚ leads to violation of the human rights‚ distorts markets‚ erodes the quality of life and it allows organized crime‚ terrorism and other threats to human security to flourish Corruption has today assumed alarming proportions. The demon of corruption has taken
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Finding an Angle in a Right Angled Triangle You can find the Angle from Any Two Sides We can find an unknown angle in a right-angled triangle‚ as long as we know the lengths of two of its sides.  Example A 5ft ladder leans against a wall as shown. What is the angle between the ladder and the wall? (Note: we also solve this on Solving Triangles by Reflection but now we solve it in a more general way.) The answer is to use Sine‚ Cosine or Tangent! But which one to use? We have a special
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The last days of one’s long stay anywhere are usually as sad as memorable. The place oneloves to stay in cannot be left for good (forever) without thoughts that bring tears to theeyes and grief to the hearts. Who will not accept that the college is a place which astudent will never like to leave happily? It was perhaps my saddest experience that Iunderwent on my last day in college‚ just before the preparatory holidays before the present examination.I got lip early in the morning thinking that I
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RIGHT TRIANGLE TRIGONOMETRY The word Trigonometry can be broken into the parts Tri‚ gon‚ and metry‚ which means “Three angle measurement‚” or equivalently “Triangle measurement.” Throughout this unit‚ we will learn new ways of finding missing sides and angles of triangles which we would be unable to find using the Pythagorean Theorem alone. The basic trigonometric theorems and definitions will be found in this portion of the text‚ along with a few examples‚ but the reader will frequently
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cosineθ = adjacent side length a = hypotenuse length h tangentθ = opposite side length o = adjacent side length a where θ is the angle as shown These ratios are abbreviated to sinθ‚ cosθ‚ and tanθ respectively. A useful memory aid is Soh Cah Toa pronounced ‘so-car-tow-a’ Page 1 of 5 Unknown sides and angles in right angled triangles can be found using these ratios. Examples Find the value of the indicated unknown (side length or angle) in each of the following diagrams. (1) Method 1
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