What is the amplitude of y=3sin(2x-1)+4 ? units

Identify standard form: Identify the standard form of a sine function. The standard form of a sine function is y = A*sin(Bx - C) + D, where A is the amplitude.Compare to given function: Compare the given function to the standard form. The given function is y = 3sin(2x - 1) + 4. Here, A = 3, which represents the amplitude of the sine wave.Determine amplitude: Determine the amplitude of the function. The amplitude is the absolute value of A, which is |3| = 3.

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What is the amplitude of
y=3sin(2x-1)+4 ?
units

What is the amplitude of $y=3 \sin (2 x-1)+4$ ? $\newline$ units

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Algebra 2

Domain and range of quadratic functions: equations

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Q. What is the amplitude of

y=3 \sin (2 x-1)+4

\newline

units

Identify standard form: Identify the standard form of a sine function. $\newline$ The standard form of a sine function is $y = A\sin(Bx - C) + D$ , where $A$ is the amplitude.
Compare to given function: Compare the given function to the standard form. $\newline$ The given function is $y = 3\sin(2x - 1) + 4$ . Here, $A = 3$ , which represents the amplitude of the sine wave.
Determine amplitude: Determine the amplitude of the function. $\newline$ The amplitude is the absolute value of $A$ , which is $|3| = 3$ .