Prova di Matematica 11 11 2023 Classe 3A
Prova di Matematica 11 11 2023 Classe 3A
In allegato le prove di assegnate il giorno 11 11 2023. Le ho inserite nel caso qualche studente desidera chiarimenti a riguardo.
- Allegati
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- Prova_11_11_2023_1_3A_1.pdf
- (586.41 KiB) Scaricato 24 volte
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- Prova_11_11_2023_1_3A_2.pdf
- (586.13 KiB) Scaricato 14 volte
Re: Prova di Matematica 11 11 2023 Classe 3A
Prova 1
$1a)\hspace{2mm}k=\dfrac{16}{9}\hspace{3mm}1b)\hspace{2mm}k=\dfrac{2}{3}\hspace{3mm}1c)\hspace{2mm}k=\dfrac{9}{4}\hspace{3mm}$
$2a)\hspace{2mm}C\equiv(5,-1); D\equiv(2,-6)\hspace{3mm}2b)\hspace{2mm}4x+y-2=0 \hspace{3mm}2c)\hspace{2mm}2p=4\sqrt{34}$
$3a)\hspace{2mm}\overline{OH}=\dfrac{12}{5}\hspace{2mm}A_T=6\hspace{3mm}3c)I\equiv(-1,1)$
$4)\hspace{2mm}P\equiv(3,0)$ e $\overline{PH}=2\sqrt{5}$
$5)\hspace{2mm}3x-5y+10=0$
b]Prova 2[/b]
$1a)\hspace{2mm}k=-\dfrac{7}{2}\hspace{3mm}1b)\hspace{2mm}k=4\hspace{3mm}1c)\hspace{2mm}k=\dfrac{4}{9}\hspace{3mm}$
$2a)\hspace{2mm}C\equiv(4,0); D\equiv(2,-4)\hspace{3mm}2b)\hspace{2mm}3x+y-2=0 \hspace{3mm}2c)\hspace{2mm}2p=8\sqrt{5}$
$3a)\hspace{2mm}\overline{OH}=\dfrac{24}{5}\hspace{2mm}A_T=24\hspace{3mm}3c)I\equiv(2,-2)$
$4)\hspace{2mm}P\equiv(0,5)$ e $\overline{PH}=\dfrac{\sqrt{10}}{2}$
$5)\hspace{2mm}2x-3y-4=0$
$1a)\hspace{2mm}k=\dfrac{16}{9}\hspace{3mm}1b)\hspace{2mm}k=\dfrac{2}{3}\hspace{3mm}1c)\hspace{2mm}k=\dfrac{9}{4}\hspace{3mm}$
$2a)\hspace{2mm}C\equiv(5,-1); D\equiv(2,-6)\hspace{3mm}2b)\hspace{2mm}4x+y-2=0 \hspace{3mm}2c)\hspace{2mm}2p=4\sqrt{34}$
$3a)\hspace{2mm}\overline{OH}=\dfrac{12}{5}\hspace{2mm}A_T=6\hspace{3mm}3c)I\equiv(-1,1)$
$4)\hspace{2mm}P\equiv(3,0)$ e $\overline{PH}=2\sqrt{5}$
$5)\hspace{2mm}3x-5y+10=0$
b]Prova 2[/b]
$1a)\hspace{2mm}k=-\dfrac{7}{2}\hspace{3mm}1b)\hspace{2mm}k=4\hspace{3mm}1c)\hspace{2mm}k=\dfrac{4}{9}\hspace{3mm}$
$2a)\hspace{2mm}C\equiv(4,0); D\equiv(2,-4)\hspace{3mm}2b)\hspace{2mm}3x+y-2=0 \hspace{3mm}2c)\hspace{2mm}2p=8\sqrt{5}$
$3a)\hspace{2mm}\overline{OH}=\dfrac{24}{5}\hspace{2mm}A_T=24\hspace{3mm}3c)I\equiv(2,-2)$
$4)\hspace{2mm}P\equiv(0,5)$ e $\overline{PH}=\dfrac{\sqrt{10}}{2}$
$5)\hspace{2mm}2x-3y-4=0$