Match Each Equation to the situation it represents.

the first situation goes with the first equation
the second situation goes with the third equation
the third situation goes with the third equation
The equation for Statement 1 is 4+5x=16, the equation for Statement 2 is (5-4)x=16 and the equation for Statement 3 is 16-4x=5.
For the given statements we need to match the given equations.
In mathematics, an equation is a formula that expresses the equality of two expressions, by connecting them with the equals sign =.
Statement 1: An adults and 5 children rent skates. It costs $4 per adult for stakes and a total of $16.
Let the cost of 5 children rent skates be 5x.
Now, 4+5x=16
Statement 2: It costs Mikael $4 to make a bike bag, and he sells each for $5. He has made a profit of $16 so far.
Profit=Selling Price-Cost Price
⇒Profit=5-4
⇒(5-4)x=16
Statement 3: It was 16° C. It began falling 4° C per hour until it reached 5° C.
It began falling 4° C per hour, which can be written as 4x.
Now, 16-4x=5
Therefore, the equation for Statement 1 is 4+5x=16, the equation for Statement 2 is (5-4)x=16 and the equation for Statement 3 is 16-4x=5.
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