An electronic machine generates tokens for customers having serial numbers ranging randomly from 1 to R + 60. Suppose you are the first person to use this machine and you take two tokens from the machine.(a) If the machine generates one serial number only once, compute the probability that you will get serial numbers 5 and 60.(b) If the machine can generate one serial number repeatedly, compute the probability that you will get serial numbers 5 and 60.(c) Identify with reason, whether the experiment in part (a) or part (b) is experiment with independent trials.((((The value of R is 86. And bold or underline where you will use *R* )))

2.1) (CLO1-PLO1) An electronic machine generates tokens for customers having serial numbers ranging randomly from 1 to R + 60. Suppose you are the first person to use this machine and you take two tokens from the machine. (a) If the machine generates one serial number only once, compute the probability that you will get serial numbers 5 and 60. (b) If the machine can generate one serial number repeatedly, compute the probability that you will get serial numbers 5 and 60. (c) Identify with reason, whether the experiment in part (a) or part (b) is experiment with independent trials