Question #56cff

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Question #56cff

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Answer 1 · 2017-04-25T12:07:18

That depends on the value of $k$ $k$ ... $\frac{16 k}{48}$ $(16k)/48$ can be anything with the right value for $k$ $k$ . In other words, the question is incomplete. There needs to be a value of $k$ $k$ provided.

Answer 2 · 2017-04-25T12:19:04

$\frac{k}{3} = \frac{1}{3} k$ $k/3 = 1/3k$

Explanation:

You can simplify the fraction which is given, but the answer will still be in terms of $k$ $k$

$(16k)/48 " "= (cancel16k)/(cancel48^3)$

$= k/3$

This means the same as $1/3k$

If a value of $k$ is known, the value of the expression can be calculated,

If not, we leave it an an algebraic expression.

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Question #56cff

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