Question 1

How does Level 20 Math differ from Level 10 Math in Saskatchewan?

Accepted Answer

Level 20 Math, particularly Pre-calculus 20, introduces more advanced concepts and requires deeper analytical skills compared to Level 10, preparing students for higher-level mathematics.

Question 2

What career paths benefit from taking Pre-calculus 20?

Accepted Answer

Pre-calculus 20 is beneficial for careers in engineering, physics, computer science, and other STEM fields. It provides a strong foundation for university-level mathematics courses.

Question 3

How can students best prepare for the Pre-calculus 20 final exam?

Accepted Answer

Students should review all course materials, practice problem-solving regularly, utilize online resources, and seek help for challenging topics. Timed practice tests can also improve exam readiness.

Question 4

Are there prerequisites for taking Pre-calculus 20 in Saskatchewan?

Accepted Answer

Typically, students need to successfully complete Foundations of Mathematics and Pre-calculus 10 before enrolling in Pre-calculus 20. Specific requirements may vary by school division.

Question 5

How challenging is Pre-calculus 20 compared to other Level 20 math courses?

Accepted Answer

Pre-calculus 20 is considered one of the more challenging Level 20 math courses, requiring strong algebraic skills and abstract thinking. It prepares students for advanced mathematics studies.

Courses

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Level 20 Math Courses - Saskatchewan Curriculum

Saskatchewan Level 20 Math Curriculum - Pre-calculus 20

SO_ID

Outcome

StudyPug Topic

PC20.1

Determine absolute value of real numbers, order sets with absolute values, simplify expressions, analyze y =

PC20.2

Express and simplify radical expressions, rationalize denominators, verify properties, solve equations with radicals, determine permissible values

PC20.3

Determine equivalent rational expressions, simplify and perform operations, solve equations, model situational questions

PC20.4

Sketch angles in standard position, determine quadrants and reference angles, calculate trig ratios, solve equations, analyze special triangles

PC20.5

Solve non-right triangles using trig ratios, derive and apply sine and cosine laws, analyze ambiguous cases

PC20.6

Factor polynomial expressions of various forms, verify if a binomial is a factor of a polynomial

PC20.7

Analyze transformations of quadratic functions, graph and determine characteristics, solve equations using various methods

PC20.8

Explain relationship between roots and x-intercepts, solve systems of linear-quadratic and quadratic-quadratic equations

PC20.9

Determine solution regions for inequalities, solve one-variable quadratic inequalities, model situational problems

PC20.10

Generate arithmetic and geometric sequences, determine terms and sums, analyze convergence of infinite series

PC20.11

Describe and graph reciprocal functions, analyze vertical asymptotes and end behavior