The Amplitude value is "2.5".
Amplitude:
- An amplitude of a periodic function is described also as half-distance among its highest and lowest points on a graph.
- It denotes the maximum movement traveled by a point on a wave measured from its equilibrium point.
- It's half the size of the waved path.
- The period is an integer that can be written as the integral of an algebraic function over a domain.
- Its purpose would have been to bridge the gap between algebraic and transcendental numbers.
- The amplitude, or distance from the x-axis, appears to be around [tex]2.5[/tex] So, because the sin graph terminates at [tex]4\pi[/tex], the period is [tex]4\pi[/tex].
Therefore, the Amplitude is "2.5".
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