Mathematics, 07.04.2020 19:55 cheervolley

B) At a department store, there are six ways to enter the building, six ways to get from the first floor to the
second floor, and four ways to get from the second floor to the third floor. In how many different ways
could someone enter the building and go to the third floor?

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More questions: Mathematics Another questions

B) At a department store, there are six ways to enter the building, six ways to get from the first floor to the second floor, and four ways to get from the second floor to the third floor. In how many different ways could someone enter the building and go to the third floor?

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Another question on Mathematics

B) At a department store, there are six ways to enter the building, six ways to get from the first floor to the
second floor, and four ways to get from the second floor to the third floor. In how many different ways
could someone enter the building and go to the third floor?