B(x + y) / (x + y)
Understand the Problem
The question appears to be related to a mathematical expression involving variables B, x, and y. It seems to involve some form of division or ratio, but the full context is unclear due to the formatting. More information would be needed for a precise solution.
Answer
The expression simplifies to \( B \).
Answer for screen readers
The final answer is ( B ).
Steps to Solve
- Simplify the Expression
Start by analyzing the expression given:
$$ \frac{B(x + y)}{(x + y)} $$
- Cancel Like Terms
Since $(x + y)$ appears in both the numerator and the denominator, we can simplify the expression by canceling it out (as long as $x + y \neq 0$):
$$ \frac{B(x + y)}{(x + y)} = B $$
- Final Simplified Form
Thus, the simplified form of the expression is:
$$ B $$
The final answer is ( B ).
More Information
The expression simplifies to ( B ) provided that ( x + y ) is not equal to zero. This is a fundamental property of fractions, where similar terms can be canceled.
Tips
- Forgetting to check if ( x + y = 0 ) can lead to division by zero, which is undefined.
- Misinterpreting the canceling process, thinking it can be done without the condition mentioned above.
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