Exam-Style Question on Algebra Inequalities
A mathematics exam-style question with a worked solution that can be revealed gradually
Question id: 181. This question is similar to one that appeared on a GCSE Higher paper (specimen) for 2017. The use of a calculator is allowed.
Show that you understand equations and inequalities by answering the following:
(a) Solve \(5x^2=80\)
(b) Solve \(8x + 2 \gt x + 7\)
(c) Write down the largest integer that satisfies \(8x - 2 \lt 25\)
(d) Solve the following pair of equations$$3x + 5y = 21$$ $$8x - 5y = 1$$
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If you need more practice with simultaneous equations try the self-checking interactive exercises called Simultaneous Equations.
If you need more practice solving inequalities try the self-checking interactive exercises called Inequalities.
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