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This graph should give a clear representation of the function f (x) = −log5(x) − 5 It shows what to do first, how each step builds on the last, and how each move brings you closer to the solution Make sure to draw the curve smoothly through the points, getting closer to the asymptote as x approaches zero.
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The vertical asymptote can be identified as a vertical line where the function heads towards infinity, which in this case is at x = −5. The log function can be graphed using the verticalasymptote at and the points The correct answer is likely option c Y = −log5 (x), which represents a decreasing logarithmic function
However, if shifts are involved, option d could also be valid depending on graph characteristics Clarifying specifics of the graph would confidently dictate the correct answer. Use our interactive logarithmic graph calculator to visualize and analyze log functions with adjustable base, shifts, and coefficients. The boundary value x=−5 is not in the domain, and as x approaches −5 from the right, the value of log5 (x+5) tends to −∞ (or ∞ based on the sign after the negative is applied).
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