Monday
Mathematics: Percentages
15 questions
- A model starts with 1500 units and grows by 25% each year for 2 years. Find the final number of units.
- A quantity starts at 1500, increases by 10%, then decreases by 40%. Find the final quantity.
Grade 10 · week 44, 26 to 30 October 2026
Grade 10 weekly pack, week 44 of 2026
Five worksheets for Monday to Friday, 15 questions each, with answer keys. Print one day at a time or the whole week with a cover page.
The five days
Tuesday
Reading & writing: Creative writing
15 questions
- Writing and argument: which term fits this description? Restating a source's meaning using genuinely new wording and sentence structure.
- A summary of a debate presents only one side. What should be checked?
Wednesday
Science: Electricity & circuits
15 questions
- Resistors of 27 Ω and 30 Ω are connected in parallel. Find the equivalent resistance in Ω as an exact fraction or integer.
- A steady DC device operates at 55 V and 14 A. Find power in W.
Thursday
Mathematics: Logarithms
15 questions
- Evaluate log base 8 of (32768 × 8).
- Evaluate log base 2 of (32 × 4).
Friday
Review of the week
15 questions · Percentages, Creative writing, Electricity & circuits, Logarithms
- Writing and argument: which term fits this description? The central claim an analytical or argumentative text develops.
- A quantity starts at 6400, increases by 50%, then decreases by 20%. Find the final quantity.
Lesson of the week
Percentages
From the study guide Repeated percentage growth
Study guide for Grades 9 to 12: 2 worked examples and 2 practice questions. Use the decimal growth rate; assume the same rate each period.
- A = P(1 + r)ⁿ
- Use the decimal growth rate; assume the same rate each period.
- Example: A model starts with 4900 units and grows by 25% each year for 2 years. Find the final number of units. Answer: 7656.25.