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ShareWare OnLine 2
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ShareWare OnLine Volume 2 (CMS Software)(1993).iso
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mcalc200.zip
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TRIG.DAT
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1993-03-30
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41 lines
RIGHT TRIANGLES $
area = ½ab = ½ sinφ B $
perimeter = a+b+c $
hypotenuse = c = √(a² + b²) c $
sin A = a/c cot A = b/a a $
cos A = b/c sec A = c/b $
tan A = a/b csc A = c/a $
A φ b $
C $~6 A° sin A cos A tan A $
0° 0 1 0 $
15° ¼(√6-√2) ¼(√6+√2) 2-√3 $
30° .5 ½√3 .3333√3 $
45° ½√2 ½√2 1 $
60° ½√3 .5 √3 $
75° ¼(√6+√2) ¼(√6-√2) 2+√3 $
90° 1 0 ± ∞ $
180° 0 -1 0 $ A° cot A sec A csc A $
0° ∞ 1 ∞ $
15° 2+√3 √6-√2 √6+√2 $
30° √3 .666√3 2 $
45° 1 √2 √2 $
60° .333√3 2 .666√3 $
75° 2-√3 √6+√2 √6-√2 $
90° 0 ± ∞ 1 $
180° ± ∞ -1 ± ∞ $ TRIGONOMETRIC RELATIONSHIPS $
tan A = sin A/cos A $
cot A = 1/tan A = cos A/sin A $
sec A = 1/cos A $
csc A = 1/sin A $
sin A² + cos A² = 1 $
sec A² - tan A² = 1 $
csc A² - cot A² = 1 $
2π radians = 360° 1 radian = 180°/π = 57.29577951308232...° $ TRIGONOMETRIC LAWS $
$
SINES: a/sin A = b/sin B = c/sin C $
COSINES: c² = a² + b² - 2ab cos C $
TANGENTS: a + b/a - b = tan ½(A + B)/tan ½(A-B) $
$
sin A = 2/bc*√s(s-a)(s-b)(s-c) $
$
$