Graph each function. ƒ(x) = log￬10 x

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Draft the following logarithmic function F of X equals log page of X. Now to graph this, we will find a few input values to plug into the graph to get some outfits. Let's make a table for this. Yeah, X and F of X. Now this is a log function. So the domain of log is from zero to infinity. That means our X cannot be less than zero. Let's say we choose one half then one, 2468 and 10 for our possible values. Now we will plug in our values to our function F of one half equals log page 23 of one half. We can approximate this using a calculator which should give us negative 0.22. We can do the same for every one of these values below you plugged in one. We were to get zero two, we have the kids 0.22 or we get 0. 0.570 point 66 and finally 0.73. Let's go ahead and plot these points on the graph. The log function as an ascent to which means we have an ask and tell that X equals zero because our domain is from zero to infinity. So we have one half, we would get negative 0.22 20.22 40. 60.57 80. and 10, 0.73. Because we have an Asymptote, we need to draw a line that gets really close to the and to follows it until we reach our points. So starting from negative infinity, we follow the until we get to our point and we start curving towards the points just like this. OK? I hope to help you solve the problem. Thank you for watching. Goodbye.

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Graph each function. ƒ(x) = log￬10 x

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