Ms. dulaney teaches 7 classes a day. each class has 23 students. after school she coaches the girls track team. there are 47 students on the track team that do not have a class with ms. dulaney. how many different students does ms. dulaney work with each day?



Answer :

The total no. of students Ms. Dulaney works with each day is 208 students.

It is given that Ms. Dulaney teaches 7 classes each day.

Each class has 23 students.

Therefore, the number of students Ms. Dulaney teaches in class

= The number of classes X the no. of students in each class

= 23 X 7

= 161 students

In addition to this, she is a coach for the girl's track team.

It is given that there are 47 students on the track team that do not have a class with Ms. Dulaney.

Therefore,

The no. of different students Ms. Dulaney works with

= Total no. of students in a class + the students in the track team who do not have a class with Ms. Dulaney.

= 161 + 47

= 208 students

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