AI Overview corrects wikipedia

⭐AI Overview

"What you're solving for: 
"Determine if the equation 
          ((a/2) × b) equals (a/(2b))
[
Written as:
\(\frac{a}{2}\times b=\frac{a}{2b}\) 
]
"is true or false.  

"How to solve: 
"Simplify both sides of the equation and compare them.

"Step 1 
"Simplify the left side of the equation 
          a/2 × b = ab/2
[
Written as:
\(\frac{a}{2}\times b=\frac{ab}{2}\)
]

"Step 2
"Compare both sides of the equation
          ab/2 ≠ a/2b
[
Written as:
\(\frac{ab}{2}\ne \frac{a}{2b}\)       
]

"Solution:
"The equation is false.

"AI responses may include mistakes. Answers might be inaccurate or misleading. Double-check for accuracy. Learn more."

[Conventional wisdom falls short:  "Ambiguity about issues such as whether implicit multiplication takes precedence over explicit multiplication and division in such expressions as a/2b, which could be interpreted as a/(2b) or (a/2) × b imply that the conventions are not yet completely stable."]
[Try this instead: which could be interpreted as a/(2b) or misinterpreted as (a/2) × b]

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