Questão 1825310

𝑓(1− \(\sqrt{2}\) ) = 2 e 𝑓 \(\left(\frac{2t-1}{\pi}\right)\) = \(\frac{\pi^2-4t^2+1}{\pi^2}\)

𝑓(1− \(\sqrt{2}\) )= 3+2 \(\sqrt{2}\) e 𝑓 \(\left(\frac{2t-1}{\pi}\right)\) = \(\frac{4t^2-4t^{ }+1}{\pi^2}\)

𝑓(1− \(\sqrt{2}\) ) = 2( \(\sqrt{2}\) −1) e 𝑓 \(\left(\frac{2t-1}{\pi}\right)\) = \(\frac{\pi^2-4t^2-4t-1}{\pi^2}\)

𝑓(1− \(\sqrt{2}\) )= 1 − \(\sqrt{2}\) e 𝑓 \(\left(\frac{2t-1}{\pi}\right)\) = \(\frac{\pi^2-4t^2-4t+1}{\pi^2}\)