Choose the expression that describes the Field of Values (outputs) and the Amplitude of the graph of f(x) = - 2sen(x) A. to Field Values (outputs) is the interval [0, -2], and the Amplitude is equal to -2. b. Field of Values (outputs) is the interval [0, 2]. and at the Amplitudes equal to -1/2 c. Field Values (outputs) is the interval [-2, 2], and the Amplitude is equal to -2. d. Field of Values (outputs) is the interval [0, -2], and the Amplitudes equal to -1/2 e. Field of Values (outputs) is the interval [-2, 2], and the Amplitudes equal to 1/2 f. Field of Values (outputs) is the interval [- 2, 2), and the Amplitude is equal to 2. G. Field of Values (outputs) is the interval [0, 2], and the Amplitudes equal to 2. h. Field of Values (outputs) is the interval [0, 2], and the Amplitude is equal to -2. I. Field of Values (outputs) is the interval [0, -2]. and to the Amplitudes equal to 1/2 J. Field of Values (outputs) is the interval [0, -2] and the Amplitudes equal to 2. K. Field of Values (outputs) is the interval [-2, 2]. and at the Amplitudes equal to -1/2 L. Field of Values (outputs) is the interval [0, 2], and the Amplitudes equal to 1/2