Question

A theater has $n$ rows of seats and the number of seats in each row is 3 less than the number of rows. Which of the following represents the total number of seats in the theater? $n + (n - 3)$ $n^2 - 3$ $n(n - 3)$ $n(3 - n)$ $n^2 + 3$

          A theater has $n$ rows of seats and the number of seats in each row is 3 less than the number of rows. Which of the following represents the total number of seats in the theater?

$n + (n - 3)$
$n^2 - 3$
$n(n - 3)$
$n(3 - n)$
$n^2 + 3$

A theater has n rows of seats and the number of seats in each row is 3 less than the number of rows. Which of the following represents the total number of seats in the theater?

n + (n - 3)
n^2 - 3
n(n - 3)
n(3 - n)
n^2 + 3

Added by Gabriel G.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert Steven Clarke

12/06/2021

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A theater has n rows of seats and the number of seats in each row is 3 less than the number of rows. Which of the following represents the total number of seats in the theater? n+(n-3) n^(2)-3 n(n-3) n(3-n) n^(2)+3 A theater has n rows of seats and the number of seats in each row is 3 less than the number of rows. Which of the following represents the total number of seats in the theater? On+(n-3 On2-3 8-uuO On(3-n On2+3