Polynomial types and degrees - a building has z floors

May 14th, 2015
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Polynomial types and degrees = a building has z floors A building has z floors. The number of apartments on each floor is 6 less than the number of floors. The number of rooms in each apartment is 1 less than the number of apartments on each floor. The expression below shows the total number of rooms in the building:

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A building has z floors. The number of apartments on each floor is 6 less than the number of floors. The number of rooms in each apartment is 1 less than the number of apartments on each floor. The expression below shows the total number of rooms in the building:z(z - 6)(z - 7)Part A: What does z(z - 6) represent? (4 points)It represents the number of apartments in the building .since given data as no. of floors -zno. of apartments in each floor - z-6Part B: What type of polynomial is z(z - 6)(z - 7)? (3 points)TRINOMIAL z^3 -z^2 +42zThis is called trinomial. Because, this ex

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