Each table in the cafateria seats 8 people. Find the total number of people that can be seated at 7,8,9, and 10 tables.if the average bill per person is $12, how much money can the cafeteria expect from 7,8,9, and 10 tables that have no empty seats
Please stop posting this question over and over. I answered it the first time you posted it.
What don't you understand about my answer??
I need how did you get the answer
To find the total number of people that can be seated at a certain number of tables, we need to multiply the number of tables by the number of people each table can seat.
For example, to find the number of people that can be seated at 7 tables, we would multiply 7 (number of tables) by 8 (number of people each table can seat). So, the total number of people that can be seated at 7 tables is 7 * 8 = 56.
Similarly, for 8 tables, the total number of people that can be seated is 8 * 8 = 64.
For 9 tables, the total number of people that can be seated is 9 * 8 = 72.
And for 10 tables, the total number of people that can be seated is 10 * 8 = 80.
Now, to calculate the total amount of money the cafeteria can expect from these tables, we need to multiply the number of people by the average bill per person. In this case, the average bill per person is $12.
For 7 tables, the cafeteria can expect to make 56 (number of people) * $12 (average bill per person) = $672.
For 8 tables, the cafeteria can expect to make 64 * $12 = $768.
For 9 tables, the cafeteria can expect to make 72 * $12 = $864.
And for 10 tables, the cafeteria can expect to make 80 * $12 = $960.
Therefore, the cafeteria can expect to make $672 from 7 tables, $768 from 8 tables, $864 from 9 tables, and $960 from 10 tables, assuming there are no empty seats.