Respuesta :
Write an algebraic equation to solve this problem.
Here budget is $100 so that is what the equation must less than or equal to.
= 100
It cost $50 to rent the space, add that on the left side of the equation
50 = 100
And $6.25 per child, this will be our variable or x
6.25x + 50 <= 100
Then, solve.
6.25x + 50 <= 100
Subtract 50
6.25x <= 50
Divide by 6.25
x <= 8
In conclusion, 8 or less people can attend the party that Gina is planning.
Here budget is $100 so that is what the equation must less than or equal to.
= 100
It cost $50 to rent the space, add that on the left side of the equation
50 = 100
And $6.25 per child, this will be our variable or x
6.25x + 50 <= 100
Then, solve.
6.25x + 50 <= 100
Subtract 50
6.25x <= 50
Divide by 6.25
x <= 8
In conclusion, 8 or less people can attend the party that Gina is planning.
The inequality for the number of children who can attend the birthday party is 6.25x + 50≤ 100
Based on the information given, the inequality that can be used to solve the question will be:
6.25x + 50≤ 100
Collect like terms
6.25x + 50 ≤ 100
6.25x≤ 100 - 50
6.25x ≤ 50
Divide both sides by 6.25
6.25x/6.25≤ 50/6.25
x ≤ 8
Therefore, the number of children that can attend the party will not be more than 8.
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