Solutions
MathMatters 3: An Integrated Program, Reteaching Workbook

# MathMatters 3: An Integrated Program, Reteaching Workbook (1st Edition) Edit edition Solutions for Chapter 12.6

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Chapter: Problem:
Step-by-step solution:
Chapter: Problem:
• Step 1 of 4

To determine the distance between two planes, a three co-ordinate system must be employed using ordered triplets . Each planes position is measured in relation to not only the horizontal x- axis and a vertical y-axis but also a depth measuring z- axis perpendicular to the other two axes. Place of origin is and the distance is measured in miles. The objective is to describe the plane using the axes and units.

• Step 2 of 4

The plane has co-ordinates , which implies that 8 is the x-coordinate, 2 is the y-coordinate and 5 is the z-coordinate. It means that the plane is at a distance 8 miles from the x- axis, 2 miles from the y- axis, and 5 miles from the z- axis.

• Step 3 of 4

Distance from the centre:

• Step 4 of 4

The distance of the plane from the place of origin is .

Corresponding Textbook

MathMatters 3: An Integrated Program, Reteaching Workbook | 1st Edition
9780078693090ISBN-13: 0078693098ISBN: Authors:
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