I need help with this question please

2.2. Get a random number generator for n = min (1,32,83) wheree 1, E2, E3 are independent random variables with exponential distribution: prob( > x) = prob (2,> x) = prob(;>x) = e*, x 20. Hint: Let V be a random variable uniformly distributed on (0, 1), i.e. V is the output of Ran[0,1] What is prob (-In (V) > X)? I 2.2. FOR where &18783 RANDOM Get a RONDOM NUMBER GENERATOR 2= 2 = min (31) 332, 853) are independent variables with exponential DISTRIBUTION: PROB(,jvo ;>x) = Probl{z >x) =PROB(33>X) = e, x>0. HINT: v Be a RONDOM Variable UN I FORMLY DISTRIBUTED on 10,1), lie. V is the cutput of Ran ([0,11), WHAT is PROB oln (V) > x)? -X LET V be