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Ten items cover money in pounds, lengths in inches, mass in grams, times in minutes and seconds, and distances and points, using positive and negative changes. The answers section shows working for subtraction to find the difference, division by the original amount to get the factor, then multiplying by 100 to express the result as a 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|\n| 1) | Original amount: £600\u003Cbr>Final amount: £750\u003Cbr>Percentage change:   |\n| 2) | Original amount: 120 inches\u003Cbr>Final amount: 105 inches\u003Cbr>Percentage change:   |\n| 3) | Original amount: 160 grams\u003Cbr>Final amount: 240 grams\u003Cbr>Percentage change:   |\n| 4) | Original amount: 25 minutes\u003Cbr>Final amount: 20 minutes\u003Cbr>Percentage change:   |\n| 5) | Original amount: £128\u003Cbr>Final amount: £32\u003Cbr>Percentage change:   |\n| 6) | Original amount: £3.50\u003Cbr>Final amount: £14\u003Cbr>Percentage change:   |\n| 7) | Original amount: 15 seconds\u003Cbr>Final amount: 12 seconds\u003Cbr>Percentage change:   |\n| 8) | Original amount: 250 points\u003Cbr>Final amount: 170 points\u003Cbr>Percentage change:   |\n| 9) | Original amount: 42 miles\u003Cbr>Final amount: 28 miles\u003Cbr>Percentage change:   |\n| 10) | Original amount: £124\u003Cbr>Final amount: £48\u003Cbr>Percentage change:   |\n\nFIND THE PERCENTAGE CHANGE 1 ANSWERS UK VERSION  \nWork out the percentage change.  \n\n| Working out |  |  |\n| --- | --- | --- |\n| 1) | Original amount: £600 | 750 – 600 = 150 |\n|  | Final amount: £750 | 150 ÷ 600 = 0.25 |\n|  | Percentage change: 25% | 0.25 x 100 = 25% |\n| 2) | Original amount: 120 inches | 105 – 120 = -15 |\n|  | Final amount: 105 inches | -15 ÷ 120 = -0.125 |\n|  | Percentage change: -12.5% | -0.125 x 100 = -12.5% |\n| 3) | Original amount: 160 grams | 240 – 160 = 80 |\n|  | Final amount: 240 grams | 80 ÷ 160 = 0.5 |\n|  | Percentage change: 50% | 0.5 x 100 = 50% |\n| 4) | Original amount: 25 minutes | 20 – 25 = -5 |\n|  | Final amount: 20 minutes | -5 ÷ 25 = -0.2 |\n|  | Percentage change: -20% | -0.2 x 100 = -20% |\n| 5) | Original amount: £128 | 32 – 128 = -96 |\n|  | Final amount: £32 | -96 ÷ 128 = -0.75 |\n|  | Percentage change: -75% | -0.75 x 100 = -75% |\n| 6) | Original amount: £3.50 | 14 – 3.50 = 11.50 |\n|  | Final amount: £14 | 11.50 ÷ 3.50 = 3 |\n|  | Percentage change: 300% | 3 x 100 = 300% |\n| 7) | Original amount: 15 seconds | 9 – 15 = -6 |\n|  | Final amount: 9 seconds | -6 ÷ 15 = -0.4 |\n|  | Percentage change: -40% | -0.4 x 100 = -40% |\n| 8) | Original amount: 250 points | 170 – 250 = -80 |\n|  | Final amount: 170 points | -80 ÷ 250 = -0.32 |\n|  | Percentage change: -32% | -0.32 x 100 = -32% |\n| 9) | Original amount: 28 miles | 42 – 28 = 14 |\n|  | Final amount: 42 miles | 14 ÷ 28 = 0.5 |\n|  | Percentage change: 50% | 0.5 x 100 = 50% |\n| 10) | Original amount: £48 | 120 – 48 = 72 |\n|  | Final amount: £120 | 72 ÷ 48 = 1.5 |\n|  | Percentage change: 150% | 1.5 x 100 = 150% |","cbCaigi5Tg3WwTSs","https://ap.wps.com/l/cbCaigi5Tg3WwTSs","pdf",201964,"English","# Find the Percentage Change 1 - UK Version\n## Work out the percentage change\n# Find the Percentage Change 1 Answers - UK Version\n## Working and percentage change results","[{\"question\":\"How do you work out the percentage change from the original to the final amount?\",\"answer\":\"Find the difference (final minus original), divide by the original amount to get the change factor, then multiply by 100 to convert it to a percentage.\"},{\"question\":\"What does a negative percentage change mean in these questions?\",\"answer\":\"A negative result shows the final amount is smaller than the original amount, so the value has decreased.\"},{\"question\":\"Which units appear in the 10 practice items?\",\"answer\":\"The worksheet includes pounds (£), inches, grams, minutes and seconds, miles, and points.\"}]","Find the Percentage Change 1 - UK Version - Work out the percentage change | PDF",1792680464]