For what value of x is the expression 5/6-2x undefined?

Denominator Analysis: The expression 5/6 - 2x will be undefined when the denominator of any fraction within it is zero. Since 5/6 has a constant denominator of 6, which is not zero, the undefined condition must come from the term involving x. However, there is no denominator with x in the given expression, so the expression 5/6 - 2x cannot be undefined due to division by zero. Therefore, there is no value of x that will make the expression undefined.

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For what value of $x$ is the expression $\frac{5}{6}-2x$ undefined?

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Math Problems

Grade 8

Reciprocals and multiplicative inverses

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Q. For what value of

x

is the expression

\frac{5}{6}-2x

undefined?

Denominator Analysis: The expression $\frac{5}{6} - 2x$ will be undefined when the denominator of any fraction within it is zero. Since $\frac{5}{6}$ has a constant denominator of $6$ , which is not zero, the undefined condition must come from the term involving $x$ . However, there is no denominator with $x$ in the given expression, so the expression $\frac{5}{6} - 2x$ cannot be undefined due to division by zero. Therefore, there is no value of $x$ that will make the expression undefined.