I am running this, and it should give me a number t with preferably many decimals, but the output is odd:
Solve[8/(t + 2)^2 + 2/(t + 1)^2 == 1, t, Reals]
Thank you
I am running this, and it should give me a number t with preferably many decimals, but the output is odd:
Solve[8/(t + 2)^2 + 2/(t + 1)^2 == 1, t, Reals]
Thank you
Solve. It's normal output. – Mariusz Iwaniuk Jul 26 '22 at 16:26Solve[8/(t+2)^2+2/(t+1)^2==1,t,Reals]//N[#,100]&to see many decimals. – user293787 Jul 26 '22 at 16:28Solve[]is producing. If things remain unclear, edit your question to elaborate and we can reopen. – J. M.'s missing motivation Jul 26 '22 at 16:38Solve[8/(t + 2)^2 + 2/(t + 1)^2 == 1, t, Reals] // ToRadicalsgives explicit formulas for these quartic roots. – Roman Jul 26 '22 at 16:58