Further Pure Mathematics 4PM1 / Inequalities and Identities / 1.41.4: Find the set of values of for which4PM1/2R/June/2023 — Question 2 · 6 marksMark as done · Save for laterFind the set of values of x\displaystyle xx for which(a)2(x+1)<5x−2(a) 2(x + 1) < 5x - 2(a)2(x+1)<5x−2(2)(b)3x2−x≤10(b) 3x^2 - x \leq 10(b)3x2−x≤10(3)(c)both2(x+1)<5x−2and3x2−x≤10(c) \mathrm{both} 2(x + 1) < 5x - 2 \mathrm{and} 3x^2 - x \leq 10(c)both2(x+1)<5x−2and3x2−x≤10(1)▸ Mark scheme← 1.5: 4PM1/2/November/2023 — Question 41.1: 4PM1/2/June/2021 — Question 1 →
