Question

olivia is cutting a 33-foot piece of wood for a project. she cuts off 6 feet, and then cuts the remaining piece into 3 equal lengths of x feet each.
use the tape diagram to help you write an equation to represent this problem.
the tape diagram has a total length labeled 33, divided into three sections of x and one section of 6. there is an equation form \\(\square + \square = \square\\) with options 6x, 3, 33, 6, 3x.

Explanation:

Step1: Identify total components

The total length is 33 feet, made of 3 equal \(x\)-length segments and a 6-foot segment. The 3 \(x\)-length segments sum to \(3x\).

Step2: Set up the equation

Add the summed equal segments and the 6-foot segment, set equal to total length.
<Expression>
$3x + 6 = 33$
</Expression>

Answer:

$3x + 6 = 33$