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Bell Baxter High School - Faculty of Mathematics Self-Assessment Form Name Class Test S1 Term 2 Assessment 2 I can do this Key Skill (KS) Example Comments Yes No Algebra: If x = 5, 4x = 4(5) KS2: I can substitute letters with numbers to evaluate expressions If a =2 and b = 3 4a+3b = 4(2) + 3(3) = 17 KS3: I can solve simple equations Solve 3x + 5 = 35 3x = 30 x = 10 Solve 7x + 3 = 5x-1 7x = 5x –4 2x = -4 x = -2 A square with side y cm has a perimeter of 440cm. Create an equation and solve it to find the length of its sides. 4y = 440 y = 110 1 3 50 45 2 6 100 90 20 2 1 60 6 3 Find 7/10 of 230 230 10 = 23 23 x 7 = 161 KS1: I can add like terms 9x + 6x + 3y = 15x + 3y KS1: I can subtract like terms 9x – 6x – 2y = 3x – 2y KS2: I can substitute a letter with a number KS4: I can read a problem, create an equation and solve it Number, Money and Measurement: KS1: I can find equivalent fractions KS1: I can simplify fractions KS2: I can find a fraction of an amount Written by John Donnelly I can do this Key Skill (KS) Example Comments Yes No Number, Money and Measurement: KS3: I can convert a mixed number to an improper fraction KS3: I can convert an improper fraction to a mixed number KS4: I can order fractions KS5: I can convert fractions into decimals and percentages KS6: I can order decimals 3 11 2 4 4 20 2 6 3 3 1 2 5 Unordered , , 4 3 6 1 3 4 12 2 8 3 12 5 10 6 12 5 2 1 Ordered , , 6 3 4 3 0.75 75% 4 9.354 – 4.6 = 4.754 9.1354 - 4. 6__ 4. 754 8 KS7: I can multiply decimals by a single digit 4.6 + 9.354 = 13.954 4.6 + 9.354 13.954 KS7: I can subtract decimals Unordered 0.45, 0.56, 0.067, 0.1 Ordered 0.067,0.1,0.45, 0.56 KS7: I can add decimals 34.56 x 5 = 172.80 34.56 x5 172.80 2 2 3 Written by John Donnelly I can do this Key Skill (KS) Example Comments Yes No Number, Money and Measurement: KS7: I can multiply decimals by a single digit 34.56 x 5 = 172.80 34.56 x5 172.80 2 2 3 KS8: I can calculate a percentage of an amount Find 20% of £6700 10% = 670 20% = 670 x 2 = £1340 KS9: I can compare a fraction of an amount to a percentage of an amount Which amount is greater 3/5 of £600 or 70% of £500 1 2 0 5 6 10 0 120 x 3 = £360 10% of £500 = £50 70% of £500 = £50 x 7 = £350 / 3 5 of £600 is £10 more than 70% of £500 Note to Parents: We would appreciate your support and welcome any comments or queries you may have. Remember www.bbhs-online.co.uk has written explanations for all topics, worked solutions and extra practice questions to help your child further develop with their Mathematics. Thank you. Written by John Donnelly