Answer:
This can be solved using some simple algebra.
Let X equal the number of students in each group.
Thus:
Group 1: x
Group 2: x-8 (As it has 8 less students than group 1!)
Group 1 + Group 2 should equal 50. So we get:
x + x - 8 = 50
So we get 2x - 8 = 50
Add eight to both sides: 2x = 58
Divide both sides by 2: x = 29
So, Group 1 has 29 students in it. Let’s find how many Group 2 has by subbing it in:
(29)-8 = 21
I know it is rather moot to use algebra for such problems but this is a great way of understanding basic algebra!
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Answers & Comments
Answer:
This can be solved using some simple algebra.
Let X equal the number of students in each group.
Thus:
Group 1: x
Group 2: x-8 (As it has 8 less students than group 1!)
Group 1 + Group 2 should equal 50. So we get:
x + x - 8 = 50
So we get 2x - 8 = 50
Add eight to both sides: 2x = 58
Divide both sides by 2: x = 29
So, Group 1 has 29 students in it. Let’s find how many Group 2 has by subbing it in:
(29)-8 = 21
I know it is rather moot to use algebra for such problems but this is a great way of understanding basic algebra!