A plant grows 2 cm in week one and 3 cm in week two. What is its total growth?
- 5 cm
- 6 cm
- 1 cm
- 3 cm
Answer and explanation
5 cm
5 cm
Subjects
Choose questions individually, practise online, or create a worksheet with matching answers. Counts include generated variants, not only authored originals.
5 cm
5 cm
Change the light exposure. Keep the plant type, water amount or soil conditions the same. Award credit for identifying the tested variable and two sensible controls.
Change the light exposure. Keep the plant type, water amount or soil conditions the same. Award credit for identifying the tested variable and two sensible controls.
Repeating helps check whether the result is consistent rather than due to chance or an uncontrolled difference.
Repeating helps check whether the result is consistent rather than due to chance or an uncontrolled difference.
light exposure
light exposure
plant type and watering
plant type and watering
height
height
Change the factor being tested and keep other relevant conditions as similar as possible.
Grades 3–5Change the factor being tested and keep other relevant conditions as similar as possible.
Grades 3–5Ask what was measured, how often, and which alternative explanations remain.
Grades 6–10Ask what was measured, how often, and which alternative explanations remain.
Grades 6–10Use a unit appropriate to the quantity and size being measured.
Grades 3–7Use a unit appropriate to the quantity and size being measured.
Grades 3–7Separate an observation from a guess about its cause.
Grades 1–4Separate an observation from a guess about its cause.
Grades 1–4Identify the factor changed, the outcome measured and important controlled factors.
Grades 9–12Identify the factor changed, the outcome measured and important controlled factors.
Grades 9–12A compact reference for designing, recording and evaluating a classroom investigation.
Grades 6–12Build a fair comparison from a clear question.
Grades 3–6Build a fair comparison from a clear question.
Grades 3–6A measurement combines a numerical estimate with units and an appropriate description of uncertainty. More digits do not necessarily mean better evidence.
Grades 7–12A measurement combines a numerical estimate with units and an appropriate description of uncertainty. More digits do not necessarily mean better evidence.
Grades 7–12