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9. If f(x)=x2 and f(m)=x2+2x+1, which expression represents m? A. X C. 2x B. X-1 D. X+1 ​

Sagot :

Step-by-step explanation:

Answer:

\huge\color{red} {\boxed{\tt{A}}} \color{blue}{\boxed{\tt{N}}} \color{hotpink}{\boxed{\tt{S}}} \color{blueviolet}{\boxed{\tt{W}}} \color{fuchsia}{\boxed{\tt{E}}} \color{lightgreen}{\boxed{\tt{R}}} < /p > < p > \huge\color{red} {\boxed{\tt{A}}} \color{blue}{\boxed{\tt{N}}} \color{hotpink}{\boxed{\tt{S}}} \color{blueviolet}{\boxed{\tt{W}}} \color{fuchsia}{\boxed{\tt{E}}} \color{lightgreen}{\boxed{\tt{R}}} < /p > < p > \huge\color{red} {\boxed{\tt{A}}} \color{blue}{\boxed{\tt{N}}} \color{hotpink}{\boxed{\tt{S}}} \color{blueviolet}{\boxed{\tt{W}}} \color{fuchsia}{\boxed{\tt{E}}} \color{lightgreen}{\boxed{\tt{R}}} < /p > < p > \huge\color{red} {\boxed{\tt{A}}} \color{blue}{\boxed{\tt{N}}} \color{hotpink}{\boxed{\tt{S}}} \color{blueviolet}{\boxed{\tt{W}}} \color{fuchsia}{\boxed{\tt{E}}} \color{lightgreen}{\boxed{\tt{R}}} < /p > < p > \huge\color{red} {\boxed{\tt{A}}} \color{blue}{\boxed{\tt{N}}} \color{hotpink}{\boxed{\tt{S}}} \color{blueviolet}{\boxed{\tt{W}}} \color{fuchsia}{\boxed{\tt{E}}} \color{lightgreen}{\boxed{\tt{R}}} < /p > < p > \huge\color{red} {\boxed{\tt{A}}} \color{blue}{\boxed{\tt{N}}} \color{hotpink}{\boxed{\tt{S}}} \color{blueviolet}{\boxed{\tt{W}}} \color{fuchsia}{\boxed{\tt{E}}} \color{lightgreen}{\boxed{\tt{R}}} < /p > < p > \huge\color{red} {\boxed{\tt{A}}} \color{blue}{\boxed{\tt{N}}} \color{hotpink}{\boxed{\tt{S}}} \color{blueviolet}{\boxed{\tt{W}}} \color{fuchsia}{\boxed{\tt{E}}} \color{lightgreen}{\boxed{\tt{R}}} < /p > < p > \huge\color{red} {\boxed{\tt{A}}} \color{blue}{\boxed{\tt{N}}} \color{hotpink}{\boxed{\tt{S}}} \color{blueviolet}{\boxed{\tt{W}}} \color{fuchsia}{\boxed{\tt{E}}} \color{lightgreen}{\boxed{\tt{R}}}

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