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A. MATH CHAP 8 (8.4-8.8) completed

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A. MATH CHAP 8 (8.4-8.8) completed
8.4: GRAPHS OF TRIGONOMETRIC FUNCTIONS:
- y = sin x graph
- y = cos x graph:
- y = tan x graph:
8.5: FURTHER TRIGONOMETRIC GRAPHS:
- SINE:
- y= a sin x graph
- changes AMPLITUDE ( y-coordinate of the max and min points)
- y= sin b x graph
- CHANGES THE PERIOD
- y = sin x + c graph
- SAME AS y = cos x + (-) c
- CHANGE THE MAX AND MIN POINTS
- y= a sin x graph
- COSINE:
- y = a cos x graph
- CHANGES AMPLITUDE
- y = cos b x graph
- SAME AS GRAPH y = sin b x
- CHANGES THE PERIOD
- y = cos x +(-) c grpah
- CHANGE THE MAX AND MIN POINTS
- y = a cos x graph
- SINE:
8.6: graph of y = lf(x), where f(x) is trigonometric
- how to draw y = lf(x), where f(x) is trigonometric?
- steps:
- 1) draw y =f(x) graph
- 2) reflect the negative part of the graph( below the x-axis) to above the x-axis
- steps:
- how to draw y = lf(x), where f(x) is trigonometric?
8.7: COSECANT, SECANT AND COTANGENT RATIO
- COSECANT 0 = COSEC 0 = 1/sin 0
- SECANT 0 = SEC 0 = 1/cos 0
- COTANGENT 0 = COT 0 = 1/ tan 0 = cos 0 / sin 0
8.8: trigonometric equation
- how to solve trigonometric eq?
- 2 ways to solve trigo eq.
- quadrant method (ASTC) :
- finding the principal value method:
- e.g. sin x = k
- x = sin^-1 (k)
- the value obtained (ans) in the range of -90 < sin^-1 (k) < 90 = PRINCIPAL VALUE
- x = sin^-1 (k)
- e.g. sin x = k
- 2 ways to solve trigo eq.
- how to solve trigonometric eq?
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- Mind Map on A. MATH CHAP 8 (8.4-8.8) completed, created by Yeo Sherlyn on 10/09/2015.
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