
Test solutions with the detailed point scale. Add up your points and spot what to review.
1 Opposites and absolute values / 3 pts
- \( 13 \) and \( -6.4 \). (1 pt)
- \( 18 \) and \( \dfrac{7}{2} \). (1 pt)
- \( |-9| = 9 \gt 6 \), so \( -9 \) has the greater absolute value, but \( 6 \gt -9 \). (1 pt)
2 Ordering rational numbers / 4 pts
- In decimals: \( -2.4,\ 1.8,\ -3,\ -0.5,\ 0,\ 1.25 \). Order: \( -3 \lt -2.4 \lt -\dfrac{1}{2} \lt 0 \lt \dfrac{5}{4} \lt 1.8 \). (2 pts)
- Denominator 24: \( -\dfrac{20}{24} \) and \( -\dfrac{21}{24} \). Since \( -21 \lt -20 \), \( -\dfrac{7}{8} \lt -\dfrac{5}{6} \). (2 pts)
3 Temperatures in context / 3 pts
- \( 38 - (-12) = 50 \) degrees. (1 pt)
- \( -5 \gt -12 \), so the cold room is warmer. (1 pt)
- \( 9 - (-4) = 13 \) degrees. (1 pt)
4 Points and a rectangle / 4 pts
- E is in quadrant II, G in quadrant IV, H in quadrant III. (1 pt)
- Same y: \( 3 + 5 = 8 \). (1 pt)
- Same x: \( 4 + 2 = 6 \). (1 pt)
- The fourth vertex is \( (-3, -2) \). (1 pt)
5 Reflections / 4 pts
- Across the x-axis: \( (-7, -2) \) (1 pt). Across the y-axis: \( (7, 2) \) (1 pt).
- The image is \( (4, 3) \) (1 pt). Same x, opposite signs: \( 3 + 3 = 6 \) units (1 pt).
6 True or false? / 2 pts
- False: \( -15 \) is left of \( -4 \), so \( -15 \lt -4 \). (1 pt)
- True: both are 6 units from zero. (1 pt)
Test yourself: quick challenge for Grade 6
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