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LE EQUASIONS ESPONENSIALIS

LE EQUASIONS ESPONENSIALIS. A cure di Deborah Tosoratti. Une equasion esponensial si dis esponensial se in esse l’incognite compar come esponent di almancul un dai soi termins. Son equasions esponensialis: 3 x +5=2; 2 x -x+1=0;.

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LE EQUASIONS ESPONENSIALIS

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  1. LE EQUASIONS ESPONENSIALIS A cure di Deborah Tosoratti

  2. Une equasion esponensial si dis esponensial se in esse l’incognite compar come esponent di almancul un dai soi termins.

  3. Son equasions esponensialis:3x+5=2; 2x-x+1=0;

  4. Le equasion esponensial ax=bse a > 0, a ≠ 1 e b> 0, amet une e une sole solusion:-positive, se a e b e son entrambs magiors di 1, o entrambi minors di 1;-negative, se un dai doi numars a e b ale magior di 1 e l’atri ale minor di 1;-ugual a zero, se ale b=1 e a >0.

  5. A chist punt o podin osservà che :le equasions esponensialis 3x=-3 e 1x=2non dan solusions, parsè 3x ale simpri positiv e 1x=1 par ogni x

  6. Le equasion esponensial:(-3)x=5,no a significat, parsè al prim membri no risulte definit par ogni x E R.

  7. Inoltri, al procediment che si use par le risolusion di une equasion esponensial a ie diviarse a seconde dal tipo di equasion.

  8. ESEMPLIS:3x=9 andà come solusion x=23x=1/9 andà come solusion x= -2(1/3)x=1 andà come solusion X=0

  9. (1/4)x=0 no a solusions(5)x=-1 no a solusions(1/3)x=1/9 andà come solusion X=2

  10. FIN

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