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Grade 12 · week 40, 28 September to 2 October 2026

Grade 12 weekly pack, week 40 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

Monday

Mathematics: Algebra

15 questions

  1. f(t) = 5t + (10); g(t) = 4t + (-8). Find f(g(2)).
  2. f(t) = 8t + (3); g(t) = 2t + (-7). Find f(g(-3)).

Tuesday

Reading & writing: Creative writing

15 questions

  1. Writing and argument: which term fits this description? Restating a source's meaning using genuinely new wording and sentence structure.
  2. Writing and argument: which term fits this description? Acknowledging a reasonable point made by another side.

Wednesday

Biology: Genetics & inheritance

15 questions

  1. Using base-pairing rules, which sequence pairs with the DNA strand TCATTAAT, read base by base in the same order?
  2. A DNA template strand reads AATAGG. Which mRNA sequence is transcribed from it, read base by base in the same order?

Thursday

Mathematics: Quadratic equations

15 questions

  1. Find the discriminant of 1x² + 6x + 5 = 0.
  2. The graph y = 4x² + 16x + 2 has axis x = k. Find k.

Friday

Review of the week

15 questions · Algebra, Creative writing, Genetics & inheritance, Quadratic equations

  1. A fictional diploid organism has 72 chromosomes in a normal somatic nucleus. In the standard meiosis model, how many chromosomes are in a haploid gamete? Round to 3 decimal places if needed.
  2. Find the discriminant of 8x² + 2x + 12 = 0.

Lesson of the week

Algebra

From the study guide Functions: domains and transformations

Study guide for Grades 10 to 12: domain restrictions and function notation; 2 worked examples and 4 practice questions. Over real numbers, denominators cannot be zero and even-root inputs must be nonnegative.

  • Domain restrictions: Over real numbers, denominators cannot be zero and even-root inputs must be nonnegative.
  • Function notation: f(x) denotes an output, not f multiplied by x.
  • Example: For f(x) = 1/(x − 4), which input is excluded? Answer: 4.

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