Estion 2. Using a simulation with 10,000 trials, assign num_different to the number of times, in 10,000 trials, that two words picked uniformly at random (with replacement) from Pride and Prejudice have different lengths. Hint 1: What function did we use in section 1 to sample at random with replacement from an array? Hint 2: Remember that != checks for non-equality between two items.

Done using Python programming language

# Python function to simulate 10000 trials for two words to be picked

# Comments are used for explanatory purpose

# Program starts here

Testsword = open('PrideAndPrejudice.txt', encoding='utf-8').

read()

#The following line split the Testword

splitwords = np.array(Testword.split())

In []:

# we'll make use of a temporary variable here. It'll be Initialise to 0

Temp = 0

# Here, the number of trials will be initialised to 0

Init = 10000l0

# Start iteration to search for possible words in PrideAndPrejudice

for count in np.arange(Init):

# search for 2 words

Splitted = np.random.choice(Testword, 2)

#implement the condition in hint above

iflen(Splitted.item(0)) != len(Splitted.item(1)) != len(Spliitem(2)) != len(words.item(0)):

#calcuate result

Temp = Temp + 1

num_different = Temp/Init

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step-by-step explanation:

step-by-step explanation:

i found the koficent of the linear function and i foun c acordind to the strict formula y=kx+c and then i took 2 as an x and replacet it on the formula i found and then foun the y