How many students would be able to sit around a cluster of 7 square tables?
a. 16 students ✓
We know that ,

where,
- a_n = nth term in the sequence = 7
- a_1 = first term in the sequence = 4
- d = common difference between the terms = 2
Inserting the values ,


Therefore, a total of 16 students would be able to sit around a cluster of 7 square tables .
b. 15 students
c. 18 students
d. 13 students