Questions: A hole in the ground is 3 feet deep. A pile of dirt next to the hole is 3 feet high. Which list best uses the values -3,0, and 3 to describe these elevations? ground level: bottom of the hole: top of the dirt pile: 3 feet 0 feet -3 feet ground level: bottom of the hole: top of the dirt pile: 3 feet -3 feet 0 feet 0 feet 3 feet -3 feet

A hole in the ground is 3 feet deep. A pile of dirt next to the hole is 3 feet high. Which list best uses the values -3,0, and 3 to describe these elevations?
ground level: bottom of the hole: top of the dirt pile:

3 feet 0 feet -3 feet ground level: bottom of the hole: top of the dirt pile:

3 feet -3 feet 0 feet

0 feet 3 feet -3 feet

Transcript text: A hole in the ground is 3 feet deep. A pile of dirt next to the hole is 3 feet high. Which list best uses the values $-3,0$, and 3 to describe these elevations? ground level: bottom of the hole: top of the dirt pile: 3 feet 0 feet -3 feet ground level: bottom of the hole: top of the dirt pile: 3 feet -3 feet 0 feet 0 feet 3 feet -3 feet

Solution

Solution Steps

Step 1: Identify the reference point

The ground level is considered the reference point, so it is assigned the value \(0\).

Step 2: Determine the elevation of the bottom of the hole

The hole is 3 feet deep below the ground level. Therefore, the bottom of the hole is assigned the value \(-3\).

Step 3: Determine the elevation of the top of the dirt pile

The pile of dirt is 3 feet high above the ground level. Therefore, the top of the dirt pile is assigned the value \(3\).

Step 4: Match the values to the correct list

The correct list should be:

Ground level: \(0\) feet
Bottom of the hole: \(-3\) feet
Top of the dirt pile: \(3\) feet

This corresponds to the third option:

0 feet 3 feet -3 feet

Final Answer

The correct answer is the third option: \(0\) feet, \(3\) feet, \(-3\) feet.

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