Question

Suppose that m and n are real numbers with $m - 2n = 30$. Find the least possible value of the expression $m \cdot n$. Enter exact values. (This means that numbers such as $\frac{1}{2}$ can be entered as a decimal but numbers such as $\frac{1}{3}$ need to be entered as fractions.) least possible value: when $m = $ and $n = $

          Suppose that m and n are real numbers with $m - 2n = 30$. Find the least possible value of the expression $m \cdot n$.

Enter exact values. (This means that numbers such as $\frac{1}{2}$ can be entered as a decimal but numbers such as $\frac{1}{3}$ need to be entered as fractions.)
least possible value:
when $m = $ and $n = $

$Suppose that m and n are real numbers with m - 2n = 30. Find the least possible value of the expression m · n. Enter exact values. (This means that numbers such as (1)/(2) can be entered as a decimal but numbers such as (1)/(3) need to be entered as fractions.) least possible value: when m = and n =$

Added by Lawrence S.

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