shouldn't it be mentioned that the words in the piles are exactly in the same order as in the sentences? In the absence of this we can assume that the words are in a random order and here the answer given does not necessarily hold always. For example suppose there are 2 sentences with two verbs in each of them such that both the sentences ends with a verb. So, number of sentences with only one verb is zero. But if the words in the pile aren't arranged in the exact manner as in the sentence then there is an order possible where the two verbs without fullstops come before the verbs with fullstop. Here while the 1st verb with fullstop wont increse count of A but 2nd one will increse it to 1 which does not corrospond to the correct answer marked for the question i.e, 'number of sentences with only one verb in it'. So, the answer should ideally be none of these. Kindly look into it.
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Hi Team
The Video solution does not even consider the Step 1 – there is no analysis based on what is written in the actual step – There is no mention of assuming that the cards are in serial order. The professor simply speaks about all other steps but overlooks step 1 completely.
Step 1 sets the tone for the rest of the program – if the data is not serially ordered then the rest of the program makes no sense.