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Logarithmic Functions Graph - Base 2, 3, and 4 with Vertical Asymptote #219788 (License: Personal Use)

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Graph comparing logarithmic functions y=log₂x, y=log₃x, and y=log₄x with asymptote at x=0.
JPG 272×185 17.5 KB

About this clipart

This graph illustrates how logarithmic functions with different bases-2 (red), 3 (blue), and 4 (green)-behave as x increases from 0 to 5. All three curves share a vertical asymptote at x = 0, where the function values tend toward negative infinity, and pass through the point (1, 0). The base-2 curve rises fastest, reflecting its steeper slope for x > 1.
Used in educational math content (e.g., algebra or precalculus lessons) to teach properties of logarithms, asymptotic behavior, and base-dependent growth. Matches user intent for visual learning, homework help, or curriculum support.
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Related Cliparts: Visual comparison of logarithmic functions y=log₂x, y=log₃x, and y=log₄x showing growth rates and shared vertical asymptote at x=0. Ideal for math learners.

(view all Logarithmic Functions Graph - Base 2, 3, and 4 with Vertical Asymptote)

Free Math Clip Art by Phillip Martin, Pre
MAT1375 Precalculus, Fall 2015
dysoncentralne / Pre
Calculus 20clipart
COURSE NOTES FOR MATH COURSES
Mrs. Snook

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