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andrew11 [14]
3 years ago
14

A school has three english classes. the first class has 26 students, the second class has 31 students and the last class has 28

students. four students will be selected from each class to attend a student government meeting. how many possible ways are there to select the students to attend the student government meeting?
Mathematics
1 answer:
aleksklad [387]3 years ago
8 0
3 ways. You can do 1 from the 26 class. 2 from the 31 and 1 from the 28 class
2 from the 26 class, 1 from the 31 class and 1 from the 28 class
2 from the 28 class, 1 from the 31 class and 1 from the 26 class
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Answer:

The solution to this system is (4, 1/6).

Step-by-step explanation:

Please separate these two equations for clarity.  I like to write them in column format:

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8x           = 32, and x = 4.

Subbing 4 for x in the second equation yields 5(4) - 2.5y = 5.

Then 20 - 2.5y = 5, or 15 = 2.5y.  Solving for y, we get y = 1/6.

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Use the Distributive Property and simplify the expression. 4 + 2(3x – 1) + 9  
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