Which of the following scenarios corresponds to the equation x + 5 = 25? * Chris uses 5 eggs to make a cake. He wants to make x cakes. He needs 25 eggs. * Chris had x eggs. Th... Which of the following scenarios corresponds to the equation x + 5 = 25? * Chris uses 5 eggs to make a cake. He wants to make x cakes. He needs 25 eggs. * Chris had x eggs. Then his friend gave him 5 eggs. Chris now has 25 eggs. * A tray has x eggs. Another tray has 5 eggs. Together, the two trays have 25 eggs. * Chris had x eggs in his refrigerator. Then he used 5 of them for his cake recipe. He now has 25 eggs left in the refrigerator. * None of the above Read more

Steps to Solve

1. Analyze the first scenario The first scenario states that Chris uses 5 eggs to make a cake and wants to make $x$ cakes, needing 25 eggs in total. This implies the equation $5x = 25$, which is not the same as $x + 5 = 25$.
2. Analyze the second scenario The second scenario describes Chris initially having $x$ eggs, then receiving 5 more eggs, resulting in a total of 25 eggs. This can be represented by the equation $x + 5 = 25$.
3. Analyze the third scenario The third scenario states that one tray has $x$ eggs, and another has 5 eggs, with a combined total of 25 eggs. The corresponding equation is $x + 5 = 25$.
4. Analyze the fourth scenario The fourth scenario depicts Chris starting with $x$ eggs, using 5 eggs, and having 25 eggs remaining. The equation would then be $x - 5 = 25$, which doesn't match $x + 5 = 25$.
5. Determine the corresponding correct scenarios Both the second and third scenarios match the equation $x + 5 = 25$.