Explanation

This problem requires the knowledge that profit equals revenue minus cost. Memorize the formula: Profit = Revenue – Cost (or Profit = Revenue – Expenses), but you could just think about it logically—a business has to pay its expenses out of the money it makes: the rest is profit.

The cost each time a movie is shown is $1,750.

If the theater charges $6 per ticket and t is the number of tickets, the revenue is 6t.

In order for the profit to be $1 per ticket, the profit must be t dollars.

Plug these values into the equation Profit = Revenue – Cost:

\(t = 6t - 1,750\)

\(-5t = -1,750\)

\(t = 350\)
_________________

Sandy
If you found this post useful, please let me know by pressing the Kudos Button

Try our free Online GRE Test

make right format for this question plz
_________________

New to the GRE, and GRE CLUB Forum?
GRE: All About GRE | Search GRE Specific Questions | Download Vault
Posting Rules: QUANTITATIVE | VERBAL

Questions' Banks and Collection:
ETS: ETS Free PowerPrep 1 & 2 All 320 Questions Explanation. | ETS All Official Guides
3rd Party Resource's: All In One Resource's | All Quant Questions Collection | All Verbal Questions Collection | Manhattan 5lb All Questions Collection
Books: All GRE Best Books
Scores: Average GRE Score Required By Universities in the USA
Tests: All Free & Paid Practice Tests | GRE Prep Club Tests
Extra: Permutations, and Combination
Vocab: GRE Vocabulary
Facebook GRE Prep Group: Click here to join FB GRE Prep Group