Exponential Distribution Assessment

Consider a noise in some elector-mechanical system is modeled as a RV X. The CDF and the probability density function (PDF) of X is shown in Figure 1. Considering Figure 1, estimate:

1. the probability P[XSX]
2. the probability P[X>x]
3. the probability that noise lies between -1 and 1. Also, highlight this probability on CDF and PDF graphs.
4. the regions on the PDF graph where noise occurrence is negligible. Also, highlight these regions on PDF graph.

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