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A comprehensive answer key is included at the end of the sheet to facilitate self-assessment and check understanding of the mathematical principles applied to rational number 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is the primary objective of this exercise sheet?","Question",{"text":62,"@type":63},"The primary objective is to help students practice ordering different types of rational numbers, such as fractions, decimals, and absolute values, from smallest to largest.","Answer",{"name":65,"@type":60,"acceptedAnswer":66},"What types of numbers are included in the lists?",{"text":67,"@type":63},"The lists contain a mix of positive and negative rational numbers, including decimals, fractions (e.g., 3/4, 5/2), mixed numbers (e.g., 1 1/4), and absolute values (e.g., |-2.1|).",{"name":69,"@type":60,"acceptedAnswer":70},"Is an answer key provided?",{"text":71,"@type":63},"Yes, the document includes an answer key for all practice lists (A through G), allowing students or teachers to verify the correct ordering of the 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½  \nsmallest largest  \nB) ³⁄₂ |-1.8| 2.3 -0.5  \nC)  \nD)  \nE)  \nF)  \nG)  \n\n| smallest\u003Cbr>1 ¼ |\n| --- |\n| smallest\u003Cbr>-0.6 |\n| smallest\u003Cbr>-1.3 |\n| smallest\u003Cbr>-0.6 |\n| smallest\u003Cbr>-0.3 |\n\n\n| -2 |\n| --- |\n| ⁵⁄₂ |\n| -0.7 |\n| ¼ |\n| 2.1 |\n\n\n| -0.7 |\n| --- |\n| 1 ½ |\n| -0.2 |\n| -1.2 |\n| -½| |\n\nlargest  \n½  \n|-3.2|  \n\n| ½ |\n| --- |\n| ³⁄₂ |\n| -1 |\n\n-1.2  \n\n| largest\u003Cbr>-¾ |\n| --- |\n| largest\u003Cbr>-1 |\n| largest\u003Cbr>-2| |\n| -0.2 |\n\n0  \nlargest  \n⁵⁄₅  \nsmallest largest  \nORDERING RATIONAL NUMBERS SHEET 6:2 ANSWERS  \nOrder these lists of rational numbers from smallest to largest.  \nA)  \nB)  \nC)  \nD)  \nE)  \nF)  \nG)  \n|1.4|  \n¾  \nsmallest  \n³⁄₂  \n-0.5  \nsmallest  \n1 ¼  \n-1.2  \nsmallest  \n|-0.6|  \n-¾  \nsmallest  \n|-1.3|-1  \nsmallest  \n-0.6  \n-1.2  \nsmallest  \n|-0.3|-1  \nsmallest  \n|-2.1||1.4|  \n|-1.8|  \n³⁄₂  \n|-2|  \n-0.7  \n⁵⁄₂|-0.6|  \n-0.7  \n-0.7  \n¼  \n-0.6  \n2.1  \n-0.2  \n¾  \n|-2.1|  \n2.3 |-1.8|  \n-0.7  \n½  \n1 ½  \n1 ½  \n|-0.2|  \n|-0.2|  \n-1.2  \n0  \n|-½||-0.3|  \n2 ½  \n2 ½  \nlargest  \n-0.5  \n2.3  \nlargest  \n½  \n1 ¼  \n|-3.2|  \n⁵⁄₂  \n½  \n½  \n³⁄₂  \n¼  \n-1  \n|-½|  \n-1.2  \n|-2|  \nlargest  \n-¾  \n|-3.2|  \nlargest  \n-1 |-1.3|  \nlargest  \n|-2|  \n³⁄₂  \n-0.2  \n⁵⁄₅","cbCaip7ehlbuVDWe","https://ap.wps.com/l/cbCaip7ehlbuVDWe","pdf",159579,"English","# Ordering Rational Numbers Sheet 6:2\n## Practice Exercises\n## Answer Key","[{\"question\":\"What is the primary objective of this exercise sheet?\",\"answer\":\"The primary objective is to help students practice ordering different types of rational numbers, such as fractions, decimals, and absolute values, from smallest to largest.\"},{\"question\":\"What types of numbers are included in the lists?\",\"answer\":\"The lists contain a mix of positive and negative rational numbers, including decimals, fractions (e.g., 3/4, 5/2), mixed numbers (e.g., 1 1/4), and absolute values (e.g., |-2.1|).\"},{\"question\":\"Is an answer key provided?\",\"answer\":\"Yes, the document includes an answer key for all practice lists (A through G), allowing students or teachers to verify the correct ordering of the numbers.\"}]","Ordering Rational Numbers - Sheet 6-2 | PDF",1792679154]