Question

Which expression is equivalent to n- 1/6(6) ?

Answer 1

The expression
`\(n - (1)/(6) \cdot 6\)` simplifies to n - 1, as multiplying
`\((1)/(6)\)` by 6 results in 1. The equivalent expression n - 1 represents subtracting 1 from the variable n.

The expression
`\( n - (1)/(6) \cdot 6 \)` can be simplified as follows:

`\[ n - (1)/(6) \cdot 6 = n - 1 \]`

This is because when you multiply
`\((1)/(6)\)` by 6, you get 1, so subtracting 1 from n gives you the simplified expression.

So, the equivalent expression is simply n - 1. This expression represents taking a number n and subtracting 1 from it.

In summary,
`\( n - (1)/(6) \cdot 6 \)` simplifies to n - 1. This simplified expression is more concise and retains the same mathematical meaning, representing the subtraction of 1 from the variable n.

The probable question may be:

Write an expression which is equivalent to n- 1/6(6) ?