describe the end behavior of the constant function $f(x)=c$.\n(1 point)\n$\\bigcirc f(x)\\to c$ as…

describe the end behavior of the constant function $f(x)=c$.\n(1 point)\n$\\bigcirc f(x)\\to c$ as $x\\to\\pm\\infty$\n$\\bigcirc f(x)\\to\\infty$ as $x\\to\\pm\\infty$\n$\\bigcirc f(x)\\to c$ as $x\\to\\pm c$\n$\\bigcirc f(x)\\to\\infty$ as $x\\to\\pm c$

describe the end behavior of the constant function $f(x)=c$.\n(1 point)\n$\\bigcirc f(x)\\to c$ as $x\\to\\pm\\infty$\n$\\bigcirc f(x)\\to\\infty$ as $x\\to\\pm\\infty$\n$\\bigcirc f(x)\\to c$ as $x\\to\\pm c$\n$\\bigcirc f(x)\\to\\infty$ as $x\\to\\pm c$

Answer

Brief Explanations:

A constant function ( f(x)=c ) has the same output value ( c ) for all input values ( x ). When considering the end - behavior (as ( x) approaches (+\infty) or (x) approaches (-\infty)), the value of the function does not change.

Answer:

( f(x)\to c) as (x\to\pm\infty)