One of the things I have to cover in my Oral Exam is to use a Slide Rule to prove/shed light on the following task: "Describe the 'arithmical rules' of logarithms, and use them together with the rules of exponentiation to simplify expressions and solve equations and inequalities"
sorry if the translation is bad/innacurate
Now, the actual task is easy enough, but it's the use of the Slide Rule that I haven't completely grasped yet. I've never used it before, and just learned how to via a video on Youtube, lol. So yes, I can multiply, divide, square, cube, root and log, but I can't seem to find the connection. Apparently, it's based on the statement that lg(a) + lg(b) = lg(ab).
So the question I ask of you, BF2s, is: Can anyone shed some light on how the Slide Rule uses logarithms to do calculations (multiplying is my assumption)? Alternatively, any idea how I can use a Slide Rule to prove/show the laws of logarithms?
Thanks for all help/hints/suggestions that may come
sorry if the translation is bad/innacurate
Now, the actual task is easy enough, but it's the use of the Slide Rule that I haven't completely grasped yet. I've never used it before, and just learned how to via a video on Youtube, lol. So yes, I can multiply, divide, square, cube, root and log, but I can't seem to find the connection. Apparently, it's based on the statement that lg(a) + lg(b) = lg(ab).
So the question I ask of you, BF2s, is: Can anyone shed some light on how the Slide Rule uses logarithms to do calculations (multiplying is my assumption)? Alternatively, any idea how I can use a Slide Rule to prove/show the laws of logarithms?
Thanks for all help/hints/suggestions that may come