Question4. $11 \frac{c}{-5}-8$

Studdy Solution

STEP 1

1. The expression $11 \frac{c}{-5} - 8$ involves a variable $c$ and constants.
2. The problem seems to require simplification or evaluation for a given value of $c$ , but no specific value is provided.
3. The expression can be simplified by distributing and combining like terms.

STEP 2

1. Simplify the expression by distributing the constant $11$ over the fraction $\frac{c}{-5}$ .
2. Combine like terms if possible.

STEP 3

Distribute the constant $11$ over the fraction $\frac{c}{-5}$ :
$11 \times \frac{c}{-5} = \frac{11c}{-5} = -\frac{11c}{5}$
This simplifies the expression to:
$-\frac{11c}{5} - 8$

STEP 4

Since there are no like terms to combine (as one term involves $c$ and the other is a constant), the expression is already simplified:
$-\frac{11c}{5} - 8$
This is the simplified form of the expression.

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