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This is the graph of y = sin x o. The maximum value of sin x o is 1. Amplitude = 1. The minimum value of sin x o is -1. We say the period of y = sin x o is 360 o. This is the graph of y = cos x o. The maximum value of cos x o is 1. Amplitude = 1. The minimum value of cos x o is -1.
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This is the graph of y = sin xo The maximum value of sin xo is 1 Amplitude = 1 The minimum value of sin xo is -1 We say the period of y = sin xo is 360o
This is the graph of y = cos xo The maximum value of cos xo is 1 Amplitude = 1 The minimum value of cos xo is -1 We say the period of y = cos xo is 360o
This is the graph of y = - sin xo The maximum value of -sin xo is 1 Amplitude = 1 The minimum value of -sin xo is -1 We say the period of y = - sin xo is 360o
This is the graph of y = 2sin xo The maximum value of 2sin xo is 2 Amplitude = 2 We say the period of y = 2sin xo is 360o The minimum value of 2sin xo is -1
This is the graph of y = sin 2xo The maximum value of sin 2xo is 1 Amplitude = 1 The minimum value of sin 2xo is -1 We say the period of y = sin 2xo is 180o
This is the graph of y = 2cos xo The period of y = 2cos xo is 360o The maximum value = 2 The minimum value = -2
This is the graph of y = cos 3xo The period of y = cos 3xo is 120 The maximum value = 1 The minimum value = -1
This is the graph of y = -cos 2xo The period of y = - cos 2xo is 180o The maximum value = 1 The minimum value = -1
This is the graph of y = 3 sin 2xo The period of y = 3Sin 2xo is 180o The maximum value = 3 The minimum value = -3
This is the graph of y = 3cos 4xo The period of y = 3cos 4xo is 90o The maximum value = 3 The minimum value = -3
This is the graph of y = -2 sin 3xo The period of y = -2sin 3xo is 120o The maximum value = 2 The minimum value = -2
The graphs of y = asin bxo, and y = acos bxo All have maximum value a, and minimum value –a. The amplitude is the same as the maximum value The period of the function is 360o÷b b is also the number of cycles for 0 ≤ x ≤ 360