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(Solved): Prove that exx+1 for all xR. ...

$Prove that \[ e^{x} \geq x+1 \] for all \( x \in \mathbb{R} \).$

Prove that

e^{x} ? x + 1

for all

x ? R

.

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Solution with explanation:Explanation:Exponential function: exponential function is a function of form f(x)=ax, where x is variable and a is constant.

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