Translate verbal phrases and short contexts into algebraic expressions.
Match a phrase to an expression
Problem
Translate \(5\) less than \(\text{twice}\) \(x\) into an algebraic expression.
Big Picture
What this problem is really about
Build the phrase in chunks: first translate “twice x” as a product. Then interpret “five less than” as subtracting five from that entire reference quantity, which reverses the spoken subtraction order. Testing a simple value for x can confirm that the result is five below twice x.
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