Question

There were between 2200 and 2600 guests invited
to a marriage party. The event manager decided
that she would arrange the seating so that each
table would seat an equal number of guests, and
the number of guests at each table would be an odd
number. She worked out that three guests per table
would not work as two guests would be leftover,
neither would five per table, which would leave four
guests without a table, neither would seven per
table, which would leave six over, and nine per table
would leave eight left. However, when she tried
seating 11 guests per table it worked exactly, and
none were left over. Write down the total number
of guests who were invited to the party?​

Answer 1

Answer:

The event manager decided

that she would arrange the seating so that each

table would seat an equal number of guests, and

the number of guests at each table would be an odd

number. She worked out that three guests per table

would not work as two guests would be leftover,

neither would five per table, which would leave four

Answer 2

Step-by-step explanation:

the correct answer is 2222

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