Answer:
Inequality \(4x\geq 200\)
Solution \(x\geq 50\)
Refer the attached figure.
Step-by-step explanation:
Given : The Math Club is sponsoring a bake sale. If their goal is to raise at $200.
To find : How many pies must they sell at $4.00 each in order to meet that goal? Write, solve, and graph an inequality that represents this situation?
Solution :
Let the number of sold pies be x.
The goal is to raise atleast $200.
They sell pie at $4 each.
The inequality that represent the situation is
\(4x\geq 200\)
Now, We solve the inequality we get
\(4x\geq 200\)
Divide by 4 both side,
\(x\geq 50\)
The solution is the interval [50,∞)
i.e, All positive whole numbers greater than or equal to 50
Refer the attached figure below represent the inequality with help of graphing tool.
