Quelpr
1 markSolving Simple Linear Inequalities

CSEC Mathematics · January 2008 · Paper 2 · Question 2(a)(ii)

The question involves solving an inequality and finding the smallest whole number solution.

If x is a whole number, determine the SMALLEST value that satisfies the inequality in (a) (i) above.

The mark scheme is shown once you've answered.

Practise this question

Other parts of this question

  1. 2(a)(i)Solve the inequality: 3 - 2x < 7[2 marks]
  2. 2(b)(i)Factorize completely x^2 - xy[1 mark]
  3. 2(b)(ii)Factorize completely a^2 - 1[1 mark]
  4. 2(b)(iii)Factorize completely 2p - 2q - p^2 + pq[2 marks]
  5. 2(c)(i)Write an expression, in terms of k, for the amount of money collected from the sale of sponge cakes for the day.[1 mark]
  6. 2(c)(ii)Write an expression, in terms of k, for the TOTAL amount of money collected.[2 marks]
  7. 2(c)(iii)Determine the value of k.[2 marks]

More practice: the rest of this paper · more Solving Simple Linear Inequalities questions · all CSEC Mathematics past papers