Question
Write a one variable one step equation that represents this situation Izzy has two more baseball cards than Josh has 48 baseball cards A I/2 = 48 B 2i = 48 M I - 2 = 48 D I + 2 = 48
Answers
GPT-4o mini
To translate the situation into a one-variable one-step equation, let's define a variable for the number of baseball cards Josh has.
Let \( I \) represent the number of baseball cards Izzy has. According to the problem, Izzy has two more baseball cards than Josh, who has 48 baseball cards.
So we can express this relationship as:
\[ I = 48 + 2 \]
Which simplifies to:
\[ I = 50 \]
However, since we're looking for an equation, we need to outline it in a form that matches one of the answers provided. The equation that accurately reflects the situation would be:
\[ I - 2 = 48 \]
This shows that if you take away 2 from the number of baseball cards Izzy has (which would give you the number of baseball cards Josh has), you end up with 48.
Thus, the correct choice from the options given is:
**M: I - 2 = 48**
Let \( I \) represent the number of baseball cards Izzy has. According to the problem, Izzy has two more baseball cards than Josh, who has 48 baseball cards.
So we can express this relationship as:
\[ I = 48 + 2 \]
Which simplifies to:
\[ I = 50 \]
However, since we're looking for an equation, we need to outline it in a form that matches one of the answers provided. The equation that accurately reflects the situation would be:
\[ I - 2 = 48 \]
This shows that if you take away 2 from the number of baseball cards Izzy has (which would give you the number of baseball cards Josh has), you end up with 48.
Thus, the correct choice from the options given is:
**M: I - 2 = 48**