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Complete the work to find the product in decimal form.  \n1) 0.01 × 8  \n1  ~~ ~~ × 8 = ~~ ~~ =  \n7) 0.001 × 855  \n~~ ~~ × 855 = ~~ ~~ =  \n9) 46 × 0.01 1   \n46 × ~~ ~~ = ~~ ~~ = 100   \n11) 0.2 × 0.01  \n2 1  ~~ ~~ × ~~ ~~ = ~~ ~~ = 10 100   \n2) 0.01 × 68  1  × 68 = 100  \n4) 0.01 × 88  1  × 88 = 100  \n6) 0.1 × 368  \n 1   \n10  \n× 368 =  \n=  \n=  \n=  \n8) 85 × 0.001  \n1  85 × ~~ ~~ = ~~ ~~ =  \n1,000   \n10) 0.001 × 825  \n12) 99 × 0.001 1   \n99 × ~~ ~~ = ~~ ~~ = 1,000   \nFind each product in decimal form.  \n13) 0.01 × 3 14) 33 × 0.01  \n15) 47 × 0.01 16) 0.01 × 2  \n17) 0.01 × 528 18) 0.01 × 8  \n19) 458 × 0.1 20) 0.01 × 815  \n21) 0.1 × 21 22) 0.01 × 46  \n23) 0.01 × 2 24) 964 × 0.1  \nKuta Software-Infinite Grade 6 Math Name   \nDecimal Multiplication with Equivalent Fractions Date  Period   \nFor each problem, decimals have been converted to equivalent fractions for you. Complete the work to find the product in decimal form.  \n1) 0.01 × 8  \n1  8   \n100 × 8 =  100  = 0.08  \n0.08  \n3) 35 × 0.01 1  35   \n35 × ~~ ~~ =  ~~   ~~  = 0.35 100  100   \n0.35  \n5) 0.1 × 277  \n 1  × 277 =  277  = 27.7 10  10   \n27.7  \n7) 0.001 × 855  \n1,1000 × 855 = 8551000~~ ~~ = 0.855  \n0.855  \n9) 46 × 0.01 1  46   \n46 × 100 =  100  = 0.46  \n0.46  \n11) 0.2 × 0.01 2 1  2   \n10 × 100 =  1000  = 0.002  \n0.002  \n2) 0.01 × 68 1  68   \n100 × 68 = 0.68  \n4) 0.01 × 88  \n1  \n100  \n× 88 =  \n100  \n\n|  88  |\n| --- |\n| 100 |\n\n= 0.68  \n= 0.88  \n0.88  \n6) 0.1 × 368  \n 1  × 368 =  368  = 36.8 10  10   \n36.8  \n8) 85 × 0.001  \n1  85   \n85 × 1,000 =  1000  = 0.085  \n0.085  \n10) 0.001 × 825  \n1,1000 × 825 = 8251000~~ ~~ = 0.825  \n0.825  \n12) 99 × 0.001 1  99   \n99 × 1,000 =  1000  = 0.099  \n0.099  \nFind each product in decimal form.  \n13) 0.01 × 3  \n1  \n× 3 =  \n 3  = 0.03  \n100 100 0.03  \n15) 47 × 0.01  \n47 ×  \n1  \n47  \n= ~~ ~~  \n= 0.47  \n100 100 0.47  \n17) 0.01 × 528  \n1100 × 528 = 512080 5.28  \n= 5.28  \n19) 458 × 0.1  \n458 ×  \n 1   \n10  \n458  \n= ~~ ~~  \n10  \n45.8  \n= 45.8  \n21) 0.1 × 21  \n 1   \n10  \n× 21 =  \n21  \n10  \n= 2.1  \n2.1  \n23) 0.01 × 2  \n1  \n× 2 =  \n 2  = 0.02  \n100 100 0.02  \n14) 33 × 0.01  \n33 ×  \n1  \n33  \n= ~~ ~~  \n= 0.33  \n100 100 0.33  \n16) 0.01 × 2  \n1  \n× 2 =  \n 2  = 0.02  \n100 100 0.02  \n18) 0.01 × 8  \n1  \n× 8 =  \n 8  = 0.08  \n100 100 0.08  \n20) 0.01 × 815  \n1  \n× 815 =  \n815 = 8.15  \n100 100 8.15  \n22) 0.01 × 46  \n1  \n× 46 =  \n 46  = 0.46  \n100 100 0.46  \n24) 964 × 0.1  \n964 ×  \n 1   \n10  \n964  \n= ~~ ~~  \n10  \n96.4  \n= 96.4  \nCreate your own worksheets like this one with Infinite Grade 6 Math. Free trial available [at KutaSoftware.com](at KutaSoftware.com)","cbCaiaULgBZwF4EF","https://ap.wps.com/l/cbCaiaULgBZwF4EF","pdf",46409,"English","# Decimal Multiplication with Equivalent Fractions\n## Convert decimals to equivalent fractions\n## Multiply to find the product in decimal form","[{\"question\":\"What is the main instruction for each problem on the worksheet?\",\"answer\":\"Convert the decimals to equivalent fractions, complete the multiplication, and write the product in decimal form.\"},{\"question\":\"How are the decimal places handled in these problems?\",\"answer\":\"The worksheet uses place values like tenths, hundredths, and thousandths, matching them with fractions (e.g., 0.01 = 1/100, 0.001 = 1/1,000) before multiplying.\"},{\"question\":\"What should students do after multiplying the equivalent fractions?\",\"answer\":\"Convert the result back to decimal form and record the final product in decimals.\"}]","Decimal Multiplication with Equivalent Fractions - Grade 6 Worksheet | PDF",1791426569]