Conditional probability: P(S=1|R=1) - Perform in python anaconda spyder with comments please. Consider the following experiment, where the required probabilities are given as: p_0 = 0.4; _0 = 0.02; _1 = 0.03

You create and transmit a one-bit message S as you did before. The goal is to calculate the conditional probability P(R=1|S=1). This means that you will only be interested in those messages where the received signal is R=1. For all the events for which the received signal is R=1, look at transmitted bit S. If S=1, the experiment is a success, i.e. success is defined as the conditional event: (S=1|R=1) You repeat this experiment N=100,000 times and count the number of successes. Find the conditional probability P(S=1|R=1), i.e. the probability that if you receive the symbol R=1, you can correctly conclude that it actually came from a transmitted signal of S=1. Conditional probability P(S=1|R=1) Ans. p = _______