Is equality correct?
Is equality correct?
To determine if the given equality is correct, let's expand using the distributive property:
Step 1: Use the distributive property to expand . We distribute each term in the first parenthesis by each term in the second parenthesis:
Step 2: Combine all the terms obtained from the distributive process:
Step 3: Compare the expanded form with the right-hand side of the given equality :
The terms do not match, as the expanded form has terms and instead of and .
Therefore, the correct expanded form is . Hence, the given equality is not correct.
The correct answer is: No, it must be .
No, it must be