R Russ New member Joined Oct 12, 2013 Messages 1 Oct 12, 2013 #1 Hi, I'm struggling with an approach to how I can integrate the following equation: y = [1+(x/a)^n]^((1/n)-1) a and n are both constants, whilst x and y are obviously the variables. Any help would be greatly appreciated. Cheers, Russ
Hi, I'm struggling with an approach to how I can integrate the following equation: y = [1+(x/a)^n]^((1/n)-1) a and n are both constants, whilst x and y are obviously the variables. Any help would be greatly appreciated. Cheers, Russ
D Deleted member 4993 Guest Oct 12, 2013 #2 Russ said: Hi, I'm struggling with an approach to how I can integrate the following equation: y = [1+(x/a)^n]^((1/n)-1) a and n are both constants, whilst x and y are obviously the variables. Any help would be greatly appreciated. Cheers, Russ Click to expand... This integration requires special function - check at: http://www.wolframalpha.com/input/?i=int+{+[1%2B%28x%2Fa%29^n]^%28%281%2Fn%29-1%29}+dx
Russ said: Hi, I'm struggling with an approach to how I can integrate the following equation: y = [1+(x/a)^n]^((1/n)-1) a and n are both constants, whilst x and y are obviously the variables. Any help would be greatly appreciated. Cheers, Russ Click to expand... This integration requires special function - check at: http://www.wolframalpha.com/input/?i=int+{+[1%2B%28x%2Fa%29^n]^%28%281%2Fn%29-1%29}+dx
