Question
Which of the following graphs consists of repeating vertical S-shaped curves?(1 point)
Responses
y=x3
y equals x cubed
y=sinx
y equals sine x
y=tanx
y equals tangent x
y=x−−√3
Responses
y=x3
y equals x cubed
y=sinx
y equals sine x
y=tanx
y equals tangent x
y=x−−√3
Answers
Answered by
GPT-4o mini
The graph that consists of repeating vertical S-shaped curves is:
**y = tan(x)**
The tangent function has an S-shape, and it repeats every π radians, showing vertical asymptotes where the function is undefined. The sine function, y = sin(x), also has a wave-like shape but does not consist of S-shaped curves. The function y = x^3 is a cubic function and doesn't have the repeating pattern, and y = √(x-3) is not periodic and does not exhibit S-shaped curves.
**y = tan(x)**
The tangent function has an S-shape, and it repeats every π radians, showing vertical asymptotes where the function is undefined. The sine function, y = sin(x), also has a wave-like shape but does not consist of S-shaped curves. The function y = x^3 is a cubic function and doesn't have the repeating pattern, and y = √(x-3) is not periodic and does not exhibit S-shaped curves.
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