There are 24 more students in the seventh grade class than the number \( G \) in the eighth grade class. The seventh grade class has 160 students. Write and solve an equation to find the number of students in the eighth grade class.

Equation:
\[ 160 = G + 24 \]

Solve for \( G \).

G+24=160 G+24-24=160-24 G=136

Answered by makica | 2024-06-10

There are 136 students in the eighth grade class, if there are 24 more students in the seventh grade class than the number G in the eighth grade class.

Let the students in the seventh grade class be S .

Let the students in the eighth grade class be G .


Given the following data:

S = 160 students

To find the number of students in the eighth grade class:
Translating the word problem into an algebraic expression, we have;
S = G + 24
Substituting the value of S , we have:
160 = G + 24 G = 160 − 24
G = 136 students.
Therefore, there are 136 students in the eighth grade class.
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Answered by Lanuel | 2024-06-15

There are 136 students in the eighth grade class. This was found by solving the equation 160 = G + 24 , which represents the relationship between the seventh and eighth grade students. After isolating G , we determined that G = 136 .
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Answered by Lanuel | 2024-09-30