4MA1/1FR Jun 2019, Question 8: Expand and Simplify
Pearson Edexcel International GCSE Mathematics A 4MA1 · Paper 1FR (Foundation) · Calculator · 8 marks
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The question, in short
Simplify algebraic expressions, solve a linear equation, factorise an expression, and rearrange a formula to make y the subject.
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Part (a) · 1 mark
Simplify the sum of four identical terms a.
- 1a + a + a + a = 4a
Answer4a
Part (b) · 1 mark
Simplify the product 3c × 5c.
- 13c × 5c = 15c²
Answer15c²
Part (c) · 2 marks
Simplify 3e + 7g + 5e − 4g by collecting like terms.
- 13e + 5e = 8e
- 27g − 4g = 3g
- 38e + 3g
Answer8e + 3g
Part (d) · 1 mark
Solve the equation x − 9 = 14 for x.
- 1x − 9 = 14
- 2x = 14 + 9
- 3x = 23
Answer23
Part (e) · 1 mark
Factorise 5y + 15.
- 15y + 15 = 5(y + 3)
Answer5(y + 3)
Part (f) · 2 marks
Rearrange H = 3y − w to make y the subject.
- 1H = 3y − w
- 2H + w = 3y
- 3y = (H + w)/3
Answer(H + w)/3
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