Question: In a six-period binomial tree diagram, how many separate pathways are there involving four upticks in the stock price and two downticks in the stock

In a six-period binomial tree diagram, how many separate pathways are there involving four upticks in the stock price and two downticks in the stock price, in any particular order?

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in a six-period binomial tree diagram, how many separate pathways are there involving four upticks in the stock price and two downticks in the stock price, in any particular order? 15, 12, 36, 27, 24

in a six-period binomial tree diagram, how many separate pathways are there involving four upticks in the stock price and two downticks in the stock price, in any particular order? 15 12 36 27 24

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