Elementary Trigonometry

Cover Elementary Trigonometry
Elementary Trigonometry
W E William Ernst Paterson
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^^ ^ a + b ^ This formula will be used in a later chapter.
104 THE KIGHT-ANGLED TRIANGLE Examples V.
In the following examples : A, B, C are the angles of a triangle ABC.
a, b, c are the sides, s = half the sum of the sides ; R is the radius of the circumcircle.
r is the radius of the inscribed circle.
f\ is the radius of the escribed circle touching the side BC.
A is the area of the triangle.
D, E, F are the middle points of the sides BC, CA, AB, respectively.
X, Y, Zare the feet of the perpen
...diculars let fall from A, B, C respectively on the opposite sides.
is the centre of the circumcircle.
/ is the centre of the inscribed circle.
K is the orthocentre.
1. Express in terms of the sides and angles the lengths of AX, BX, CX, AK, BK, CK.
2. Express the length of ^i) in terms of (i) a, b, C, (ii) a, b, B, (iii) a, b, c.
3. Show that a/sin A — b/sinB = c/sin C = 2R. Deduce that R = abc/iA.
4. Prove that r (cot IB + cot^C) = a. Write down the two similar formulae.
5. Prove that r = A/s.


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