While taking a walk along the road where you live, you accidentally drop your glove, but you don't know where. The probability density $p(x)$ for having dropped the glove $x$ kilometers from home (along the road) is $$p(x)=3 e^{-3 x} \ \ \ \mbox{for} \ \ \ x \geq 0$$

1. What is the probability that you dropped it within 1 kilometer of home?
   
   
   
2. At what distance $y$ from home is the probability that you dropped it within $y$ km of home equal to $0.95$?
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