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coldgirl
1 month ago
10

There are 39 students in Ms. Salazar's chemistry class. If Ms. Salazar divides the class into 9 lab groups of 4 or 5 students ea

ch, what would be the number of lab groups with 5 students?
SAT
1 answer:
Vesna [64]1 month ago
6 0

Response:

5 groups of 3

Clarification:

Let x represent the count of four-student groups and y denote the number of five-student groups, resulting in the equation 4x + 5y = 39 (since each group of four has 4 students and each group of five comprises 5 students, yielding a total of 39 students). Additionally, we know that x + y = 9 (indicating the total number of groups is 9).

Next, employ these two equations to isolate and solve for y, eliminating x. There are several methods for achieving this; however, I will utilize subtraction.

4x - 5y = 39

x + y = 9

The second equation

x + y = 9

can be manipulated into

4x + 4y = 36

through multiplying the entire equation by four. This is necessary to ensure x becomes zero. The first equation features 4x.

Therefore, it is now formulated as

4x - 5y = 39  MINUS

4x + 4y = 36

___________

y = 3

To verify the calculation, the remaining 6 four-student groups (totaling 24 students) plus the 3 five-student groups (adding 15 students) sums to 39

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