The figure below shows how changing the base can affact the graph of a logarithmic function. Use the information shown to create true statements about the general logarithmic parent function. 0, 1) (1. 0) (b, 1) a. o) YOUR ANSWERS: 10.The x-intercept on the graph of the function y = log,(x) is located at. A (O, 1) B. (1, O) C. does not exist 10. 11. The y-intercept on the graph of the function y = log,(x) is located at 11. A (O, 1) B. (1, O) C. does not exist 12. The domain of the function y = log (x)is 12. A (0, o) B. (- 0, 0) C (- ∞, ∞) 13. The range of the function y = log (x)is 13. A (0, 0) B. (-00, 0) C (- ∞, ∞0) 14. 14. The asymptote equation for the function y = log,(x)is _ Ax = 0 B. y = 0 C. there isn't one
The figure below shows how changing the base can affact the graph of a logarithmic function. Use the information shown to create true statements about the general logarithmic parent function. 0, 1) (1. 0) (b, 1) a. o) YOUR ANSWERS: 10.The x-intercept on the graph of the function y = log,(x) is located at. A (O, 1) B. (1, O) C. does not exist 10. 11. The y-intercept on the graph of the function y = log,(x) is located at 11. A (O, 1) B. (1, O) C. does not exist 12. The domain of the function y = log (x)is 12. A (0, o) B. (- 0, 0) C (- ∞, ∞) 13. The range of the function y = log (x)is 13. A (0, 0) B. (-00, 0) C (- ∞, ∞0) 14. 14. The asymptote equation for the function y = log,(x)is _ Ax = 0 B. y = 0 C. there isn't one
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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the figure below shows how changing the base can affect the graph of a logarithmic function. Use the information shown to create true statements about the general logarithmic parent function.
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