g(x)=2 do potegi x-2 - 1
Oblicz wspolrzedne pktu wspolnego wykresu funkcji g i osi OY
oznaczenia:
a^(b) = a do potęgi b
g(x)=2^(x-2)- 1
x=0
g(0) = 2^(0-2) -1
g(0)=2^(-2) - 1
g(0)=(1/2)² - 1
g(0)=1/4-1
g(0)= -3/4
A=(0; -3/4)
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oznaczenia:
a^(b) = a do potęgi b
g(x)=2^(x-2)- 1
x=0
g(0) = 2^(0-2) -1
g(0)=2^(-2) - 1
g(0)=(1/2)² - 1
g(0)=1/4-1
g(0)= -3/4
A=(0; -3/4)