Question

a company distributes free pencils to all of the students in x schools. each school has (x+3) classes. the number of students in each class is 4 more than the number of classes in each school. each student is given (x+1) pencils.
Part A: wright an expression to show the total number of pencils distributed by the company in x schools.
Part B: what does x(x+3) represent? when simplified what would be the degree and classification?
Part C:How can you calculate the total number of students in each school?

Answer 1

x schools
x+3 classes per school
(x+3)+4 students per class
x+1 pencils per student

This is just a matter of multiplication
\[\huge x(x+3)[(x+3)+4](x+1)\]
x(x+3) is the number of classes that pencils were distributed to
to calculate the number of students you would just multiply
\[\huge x(x+3)[(x+3)+4]\]