y(x)=√(4-x^2 )
(x)=x/(x+3)
β(x)=x/(x+3)
(x)=log (x^2)
Tuliskan daerah asal dari bilangan riil
Jawaban Terkonfirmasi
y(x)=√(4-x^2 )
Dy =
4 – x² ≥ 0
x² ≤ 4
-2 ≤ x ≤ 2
f(x)=x/(x+3)
Df = R – {-3}
β(x)=x/(x+3)
D = R – {-3}
g(x) = log(x²)
Dg = R
y(x)=√(4-x^2 )
(x)=x/(x+3)
β(x)=x/(x+3)
(x)=log (x^2)
Tuliskan daerah asal dari bilangan riil
y(x)=√(4-x^2 )
Dy =
4 – x² ≥ 0
x² ≤ 4
-2 ≤ x ≤ 2
f(x)=x/(x+3)
Df = R – {-3}
β(x)=x/(x+3)
D = R – {-3}
g(x) = log(x²)
Dg = R