<transcript><audio_0>okay so take a moment read this problem try it out and then press play and we'll solve it together okay so it says which statement about the graph C of x equals the log base 6 of X is false so I'm actually gonna start by sketching this logarithm out because I think it's a</transcript><caption><image_1>The image is a screenshot of a question written in black text on a white background. The question reads "Which statement about the graph of a log is equal? (1) The graph has no y-intercept. (2) The domain is the set of positive real. (3) The range is the range of all real numbers." The question is asking the viewer to answer the question in a clear and concise manner.</caption><caption><image_2>The image is a graph of a logarithmic function, which is a mathematical equation that shows the relationship between the domain of the set of positive real numbers and the range of all real numbers. The graph has a x-axis and a y-axis, and there is a blue arrow pointing to the right side of the graph. The equation is written in black text on a white background.</caption><transcript><audio_3>skill we need to really build up what would you have with logarithms so I've got my x-axis and my y-axis it's just gonna be a rough sketch and I notice I'm dealing with a base of 6 so actually the first thing I do here is think of powers</transcript><caption><image_4>The image is a screenshot of a math worksheet with a question written on it. The question reads "Which statement about the graph of e(x) = logarithmic equation y = 0. The graph has no y-intercept. The domain is the set of positive real. The range is the range of all real numbers. The x-axis of the graph is labeled "x" and the y-axis is labeled as "y". 

On the right side of the image, there are two equations written in black ink. The equations are written in a simple, sans-serif font and are arranged in a grid-like pattern. The first equation is written in the top left corner of the page, followed by the second equation in the bottom right corner. The second equation is in the center of the left corner, and the third equation is on the bottom left corner.

The image appears to be a mathematical equation that shows the relationship between the two variables.</caption><transcript><audio_5>of 6 6 to the 0 that's 1 6 to the first that's 6 6 to the second that's 36 and I've got enough now what I've done is I've rewritten this logarithmic statement as a series of exponential statements now if I was to graph these</transcript> okay so take a moment read this problem try it out and then press play and we'll solve it together okay so it says which statement about the graph C of x equals the log base 6 of X is false so I'm actually gonna start by sketching this logarithm out because I think it's a skill we need to really build up what would you have with logarithms so I've got my x-axis and my y-axis it's just gonna be a rough sketch and I notice I'm dealing with a base of 6 so actually the first thing I do here is think of powers of 6 6 to the 0 that's 1 6 to the first that's 6 6 to the second that's 36 and I've got enough now what I've done is I've rewritten this logarithmic statement as a series of exponential statements now if I was to graph these
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