2023 - Sess. Straord. - Q3

Assegnate le rette [br][img]data:image/png;base64,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[/img][br]con [math]t[/math] parametro reale, determinare l'equazione cartesiana del piano [math]\pi[/math] contenente [math]r[/math] e parallelo ad [math]s[/math].
[i]Nota[/i]: Puoi ruotare la [i]Vista [/i]3[i]D[/i] tenendo premuto il tasto destro del mouse mentre lo muovi, oppure trascinando la [i]Vista[/i] 3[i]D[/i] con un dito nei dispositivi con schermo touch.

Information: 2023 - Sess. Straord. - Q3