WebQuestion type 1: Simple linear formula The formula for the circumference of a circle is C=2\pi r.Here the circumference is the subject of the formula. Making a different letter the subject of a formula means manipulating the formula to get that letter by itself on one side of the equation.. Example: For the equation C=2\pi \textcolor{blue}{r}, make \textcolor{blue}{r} … Web1. Make d the subject of d = ..... (1) 2. Rearrange to make w the subject. w = ..... (1) 3. Rearrange this formula to make c the subject Circle your answer. (1) e = d+5 t = w 2 a = …
Resources: Model texts, toolkits and planning - Talk for Writing
WebMaths revision video and notes on the topic of Rearranging or Changing the Subject of Formulae. GCSE Revision. GCSE Papers . Edexcel Exam Papers OCR Exam Papers AQA Exam Papers. A Level Revision. A Level Papers . Edexcel Papers AQA Papers OCR Papers OCR MEI Papers. Web22 aug. 2024 · Changing the Subject (advanced) Practice Questions – Corbettmaths August 22, 2024 corbettmaths Changing the Subject (advanced) Practice Questions … harry potter most powerful potions
Changing the Subject Answers - Corbettmaths - YouTube
WebCorbett Maths Mathster keyboard_arrow_up Mathster is a fantastic resource for creating online and paper-based assessments and homeworks. They have kindly allowed me to create 3 editable versions of each worksheet, complete with answers. Corbett Maths keyboard_arrow_up Web15 jan. 2024 · Exercise 1: Adding and Subtracting Exercise 2: Multiplying and Dividing Exercise 3: Two step multiplication Exercise 4: Two step division Exercise 5: Subject on both sides Exercise 6: Fractions 7. Downloadable version Changing the subject of a formula (6 exercises) 8. Alternative versions WebWORKSHEET 1 – Subject of the Formula 1. Rearrange each of these formulas to make the bold letter the subject of the formula. (a) h = k – 5 (b) b = 8w + 7 (c) u = 5v – 2 (d) y = 12 + 3x 2. If b w= 3 + 4, rearrange the formula to make w the subject of the formula. Hence find the value of w when b = 271. 3. Make x the subject of the formula y x= 16 – 3 . . Hence … charles fricke