INTEGRAIS E TRANSFORMADAS GRACELI [17]

$(Tf)(u)=\int _{t_{1}}^{t_{2}}f(t)\,K(t,u)\,dt.$ // $q\;=\;{\frac {N^{2}}{n^{2}}}$ . dt

G = 1 /P P Σ P G COS P1 +P2 / P3

P = PROGRESSÃO.

G = 1/P P Σ P G COS P1 +P2 / P3 + SIN P1 +P2 / P3 .

G = .1/P P Σ P G COS P1 +P2 / P3 - N $q\;=\;{\frac {N^{2}}{n^{2}}}$ .

P = PROGRESSÃO.

G = 1/P P Σ P G COS P1 +P2 / P3 $q\;=\;{\frac {N^{2}}{n^{2}}}$ . + SIN P1 +P2 / P3 - N $q\;=\;{\frac {N^{2}}{n^{2}}}$ . .