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Question
directions: write a limit statement describing the output values for the input values. 13. the input values decrease without bound graph of f(x) 13. limit statement: __________
Step1: Identify the input variable
The input variable is \(x\).
Step2: Interpret 'decrease without bound'
It means \(x\to-\infty\).
Step3: Observe the graph behavior as \(x\to-\infty\)
As \(x\) decreases without bound, \(y = f(x)\to - 1\).
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\(\lim_{x\to-\infty}f(x)=-1\)