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of 24 = 7) 100% of 17 = 10) 50% of 50 =  \nB) 1% and 10%  \n1) 10% of 70 = 4) 10% of 30 = 7) 10% of 400 = 10) 10% of 500 =  \n2)  \n5)  \n8)  \n11)  \n2)  \n5)  \n8)  \n11)  \n50% of 60 = 100% of 25 = 50% of 40 = 100% of 64 =  \n10% of 30 =  \n1% of 500 =  \n1% of 1200 =  \n10% of 180 =  \n3)  \n6)  \n9)  \n12)  \n3)  \n6)  \n9)  \n12)  \n100% of 12 = 50% of 18 =  \n50% of 80 =  \n50% of 38 =  \n1% of 400 = 10% of 120 = 1% of 3800 =  \n1% of 1800 =  \nC) 1%, 10%, 50% and 100%  \n1)  \n4)  \n7)  \n10)  \n13)  \n50% of 40 = 100% of 80 = 1% of 900 = 10% of 320 = 50% of 240 =  \n2)  \n5)  \n8)  \n11)  \n14)  \n1% of 700 = 10% of 320 = 50% of 72 = 1% of 5300 =  \n1% of 2700 =  \n3)  \n6)  \n9)  \n12)  \n15)  \n10% of 140 = 50% of 160 = 10% of 900 =  \n100% of 120 =  \n10% of 800 =  \nFIND SIMPLE PERCENTAGES SHEET 1 ANSWERS  \nA) 50% and 100%  \n1) 50% of 14 = 7 2) 50% of 60 = 30 3) 100% of 12 = 12  \n4) 50% of 24 = 12 5) 100% of 25 = 25 6) 50% of 18 = 9  \n7) 100% of 17 = 17 8) 50% of 40 = 20 9) 50% of 80 = 40  \n10) 50% of 50 = 25 11) 100% of 64 = 64 12) 50% of 38 = 19  \nB) 1% and 10%  \n1) 10% of 70 = 7 2) 10% of 30 = 3 3) 1% of 400 = 4  \n4) 10% of 30 = 3 5) 1% of 500 = 5 6) 10% of 120 = 12  \n7) 10% of 400 = 40 8) 1% of 1200 = 12 9) 1% of 3800 = 38  \n10) 10% of 500 = 50 11) 10% of 180 = 18 12) 1% of 1800 = 18  \nC) 1%, 10%, 50% and 100%  \n1)  \n4)  \n7)  \n10)  \n13)  \n50% of 40 = 20 100% of 80 = 80 1% of 900 = 9 10% of 320 = 32 50% of 240 = 120  \n2)  \n5)  \n8)  \n11)  \n14)  \n1% of 700 = 7 10% of 320 = 32 50% of 72 = 36 1% of 5300 = 53  \n1% of 2700 = 27  \n3)  \n6)  \n9)  \n12)  \n15)  \n10% of 140 = 14 50% of 160 = 80 10% of 900 = 90  \n100% of 120 = 120  \n10% of 800 = 80","cbCaistfsztmG9or","https://ap.wps.com/l/cbCaistfsztmG9or","pdf",200603,"English","# Section A: 50% and 100%\n# Section B: 1% and 10%\n# Section C: Mixed Practice of 1%, 10%, 50% and 100%\n# Answer Key","[{\"question\":\"How do you calculate 10% of a number?\",\"answer\":\"To find 10% of a number, simply divide the number by 10, which is equivalent to shifting the decimal point one place to the left.\"},{\"question\":\"What is the relationship between 100% of a number and the number itself?\",\"answer\":\"100% of any number is equal to the original number itself, as it represents the whole amount.\"},{\"question\":\"How can you quickly find 50% of a given amount?\",\"answer\":\"Calculating 50% is equivalent to finding one-half of the value, which can be done by dividing the number by 2.\"}]","Find Simple Percentages - Sheet 1 | PDF",1792680528]