How do I find "r" using logs for this: r^5=32 ??
enigma_1 ~~~~ Miss Cricket ~~~~ Joined Feb 27, 2013 Messages 4,281 Location Lords Gender Female HSC 2014 Jan 1, 2014 #1 How do I find "r" using logs for this: r^5=32 ??
Trebla Administrator Administrator Joined Feb 16, 2005 Messages 8,391 Gender Male HSC 2006 Jan 1, 2014 #2 You don't need logs?
integral95 Well-Known Member Joined Dec 16, 2012 Messages 779 Gender Male HSC 2013 Jan 1, 2014 #3 You simply take the 5th root of both sides You don't need to use logs it's only in questions like You use logs when the index is the variable basically
You simply take the 5th root of both sides You don't need to use logs it's only in questions like You use logs when the index is the variable basically
enigma_1 ~~~~ Miss Cricket ~~~~ Joined Feb 27, 2013 Messages 4,281 Location Lords Gender Female HSC 2014 Jan 1, 2014 #4 Ohhhh ok thank you - I think that was a hole in my knowledge :L
williamdaft Active Member Joined Nov 28, 2013 Messages 671 Gender Male HSC 2013 Jan 1, 2014 #5 You just take the 5th root of both sides and you get r=2. But if the question was 5^r = 32, you can use log. log(5^r) = log32 r x log5 = log32 Thus, r = (log32)/(log5) approximately = 2.15338279.
You just take the 5th root of both sides and you get r=2. But if the question was 5^r = 32, you can use log. log(5^r) = log32 r x log5 = log32 Thus, r = (log32)/(log5) approximately = 2.15338279.