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What is the algebraic expression for: the product of 8 and a number k is greater than 4 and no more than 16?

1 Answer

Mar 11, 2018

$4 < 8 k \leq 16$ $4<8k<=16$

Explanation:

$8 k$ $8k$ is the number $k$ $k$ multiplied by $8$ $8$ .

$4 < 8 k$ $4<8k$ represents the fact that the product of $8 k$ $8k$ will be larger than $4$ $4$ .

$8 k \leq 16$ $8k<=16$ represents the fact that $8 k$ $8k$ can equal up to the value of $16$ $16$ but not more than it.

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