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The resource also provides a complete answer key, allowing for immediate self-assessment and verification of the calculations. This structured approach helps students master the relationship between decimals and base-10 multipliers, ensuring proficiency in handling numerical scaling tasks essential for middle school 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× 2.2586 = 225.86  \n2) 2.13149 ×   = 2131.49  \n3)   × 10000 = 37900  \n4) 10 ×   = 20.7993  \n5) 1.41 ×   = 1410  \n6)   × 100000 = 204100  \n7) 100000 ×   = 308212  \n8) 1.6 ×   = 1600  \n9)   × 0.989 = 9890  \n10)   × 3.139 = 3139  \nAnswers  \n1) 100  \n2) 1000  \n3) 3.79  \n4) 2.07993  \n5) 1000  \n6) 2.041  \n7) 3.08212  \n8) 1000  \n9) 10000  \n10) 1000","cbCailQFA3hRxyWi","https://ap.wps.com/l/cbCailQFA3hRxyWi","pdf",10582,"English","# Multiplying Decimals by Powers of 10\n## Practice Problems\n## Answer Key","[{\"question\":\"How does multiplying a decimal by a power of 10 change its value?\",\"answer\":\"Multiplying by a power of 10 shifts the decimal point to the right by the number of zeros present in the multiplier, effectively increasing the value by that magnitude.\"},{\"question\":\"What is the missing factor when 1.41 is multiplied by a number to equal 1410?\",\"answer\":\"The missing factor is 1000, as 1.41 shifted three decimal places to the right becomes 1410.\"},{\"question\":\"Why is understanding decimal multiplication by powers of 10 important for Grade 6 students?\",\"answer\":\"It builds a strong foundation for understanding place value, scientific notation, and metric unit conversions, which are critical skills in middle school mathematics.\"}]","Multiplying Decimals by Powers of 10 - Grade 6 Worksheet | PDF"]