Draw a number line on which adjacent tick marks are 0.1 unit apart and on which 0.003 can be plotted (in its approximate location). Now show how to “zoom in” on smaller and smaller portions of the number line (see Activity 1.3- Zooming In and Out) until you have “zoomed in” to a portion of the number line in which adjacent tick marks are 0.001 apart and so that 0.003 can be plotted on each number line. Label the longer tick marks on each number line, and plot 0.003 on each number line (in its approximate location).
Draw a number line on which adjacent tick marks are 0.1 unit apart and on which 0.003 can be plotted (in its approximate location). Now show how to “zoom in” on smaller and smaller portions of the number line (see Activity 1.3- Zooming In and Out) until you have “zoomed in” to a portion of the number line in which adjacent tick marks are 0.001 apart and so that 0.003 can be plotted on each number line. Label the longer tick marks on each number line, and plot 0.003 on each number line (in its approximate location).
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.2: Exponents And Radicals
Problem 92E
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Draw a number line on which adjacent tick marks are 0.1 unit apart and on which 0.003 can be plotted (in its approximate location). Now show how to “zoom in” on smaller and smaller portions of the number line (see Activity 1.3- Zooming In and Out) until you have “zoomed in” to a portion of the number line in which adjacent tick marks are 0.001 apart and so that 0.003 can be plotted on each number line. Label the longer tick marks on each number line, and plot 0.003 on each number line (in its approximate location).
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