WebGCSE Mathematics (2024) Past Papers & Mark Schemes. Summer 2024: View Specification and Specification Addendum in place for the 2024/23 academic year for … WebDrawing or completing a probability tree and using a probability tree to find probabilities of events.For the full list of videos and more revision resources...
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Web18 nov. 2024 · Unit M8 – Set A – Question Paper 1. Unit M8 – Set A – Question Paper 2. Unit M8 – Set A – Paper 1 Solutions. Unit M8 – Set A – Paper 2 Solutions Web[2 marks] First we must multiply out the top of the fraction, 3^4\times3^7=3^ {4+7}=3^ {11} 34 × 37 = 34+7 = 311 So, the calculation becomes \dfrac {3^ {11}} {3^8} 38311 Next calculating the division we get, \dfrac {3^ {11}} {3^8}=3^ {11-8}=3^3 38311 = 311−8 = 33 This gives the final answer to be, 3^3=27 33 = 27. Level 4-5 GCSE KS3 hokaruns-online
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