NewtT166181 NewtT166181
  • 29-10-2022
  • Mathematics
contestada

Compare f(3) and g(3)[tex]f(x) = - 2 ({2})^{x} [/tex]f(3) is =, >, or < than g(3)

Compare f3 and g3texfx 2 2x texf3 is gt or lt than g3 class=

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ChiemelaU217419 ChiemelaU217419
  • 29-10-2022

From the table, we know that:

[tex]g(3)=-20[/tex]

Substitute x=3 into the rule of correspondence of f to find f(3):

[tex]\begin{gathered} f(x)=-2(2)^x \\ \Rightarrow f(3)=-2(2)^3 \\ =-2(8) \\ =-16 \end{gathered}[/tex]

Since f(3)=-16 and g(3)=-20, and -20<-16, then:

[tex]g(3)
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