The value of each digit in a number is dependent on its place, or position in the number. When the same digit occupies a different position, its value changes. For example the 9 in 93 stands for 9 tens or 90, whereas the 9 in 9672 stands for 9 thousands or 9000.

Test Objectives
• Demonstrate the ability to construct a place value chart
• Demonstrate the ability to find the place value of a given digit in a number using a place value chart
• Demonstrate the ability to find the place value of a given digit in a number without a place value chart
Place Value Practice Test:

#1:

Instructions: State the Place Value for the Underlined Digit in each Number.

$$a)\hspace{.5em}3\underline{7}3$$

$$b)\hspace{.5em}\underline{1}094$$

$$c)\hspace{.5em}145,72\underline{4}$$

#2:

Instructions: State the Place Value for the Underlined Digit in each Number.

$$a)\hspace{.5em}595,03\underline{9}$$

$$b)\hspace{.5em}7,\underline{3}35,197$$

$$c)\hspace{.5em}1\underline{5}3,215,613$$

#3:

Instructions: State the Place Value for the Underlined Digit in each Number.

$$a)\hspace{.5em}7\underline{9}3,227,521$$

$$b)\hspace{.5em}103,\underline{7}99$$

$$c)\hspace{.5em}2,3\underline{7}5,118$$

#4:

Instructions: State the Place Value for the Underlined Digit in each Number.

$$a)\hspace{.5em}6,3\underline{3}1,227,513,214$$

$$b)\hspace{.5em}87\underline{7},531,000$$

#5:

Instructions: State the Place Value for the Underlined Digit in each Number.

$$a)\hspace{.5em}17,395,\underline{2}21,422$$

$$b)\hspace{.5em}\underline{8},001,343,879,424$$

Written Solutions:

#1:

Solutions:

$$a)\hspace{.5em}tens$$

$$b)\hspace{.5em}thousands$$

$$c)\hspace{.5em}ones$$

#2:

Solutions:

$$a)\hspace{.5em}ones$$

$$b)\hspace{.5em}hundred\hspace{.5em}thousands$$

$$c)\hspace{.5em}ten\hspace{.5em}millions$$

#3:

Solutions:

$$a)\hspace{.5em}ten\hspace{.5em}millions$$

$$b)\hspace{.5em}hundreds$$

$$c)\hspace{.5em}ten\hspace{.5em}thousands$$

#4:

Solutions:

$$a)\hspace{.5em}ten\hspace{.5em}billions$$

$$b)\hspace{.5em}millions$$

#5:

Solutions:

$$a)\hspace{.5em}hundred\hspace{.5em}thousands$$

$$b)\hspace{.5em}trillions$$