Question 1

How does Level 30 math differ from previous levels?

Accepted Answer

Level 30 math in Saskatchewan introduces more advanced concepts and focuses on critical thinking, problem-solving, and real-world applications, preparing students for post-secondary education.

Question 2

Is Foundations of Mathematics 30 suitable for all students?

Accepted Answer

Foundations of Mathematics 30 is ideal for students planning to pursue post-secondary programs in social sciences, humanities, and some sciences. It may not be suitable for all STEM pathways.

Question 3

How can students prepare for the provincial examination in Foundations of Mathematics 30?

Accepted Answer

Students can prepare by regularly completing assignments, practicing past exam questions, utilizing online resources, and seeking additional support from teachers or tutors as needed.

Question 4

What career pathways are supported by Foundations of Mathematics 30?

Accepted Answer

This course supports careers in social sciences, business, economics, psychology, and related fields. It provides a strong foundation for data analysis and logical reasoning skills.

Question 5

How challenging is the Foundations of Mathematics 30 course?

Accepted Answer

The course is considered challenging, requiring strong analytical and problem-solving skills. It covers complex topics but is designed to be accessible with proper study and support.

Courses

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Level 30 Math Courses - Saskatchewan Curriculum

Saskatchewan Level 30 Math Curriculum - Foundations of Mathematics

SO_ID

Outcome

StudyPug Topic

FM30.1

Compare simple vs compound interest, analyze investments, solve loan problems, apply Rule of 72

FM30.2

Develop strategies for puzzles/games, analyze if-then statements, use truth tables and Venn diagrams

FM30.3

Create Venn diagrams, use Boolean operators and set notation, solve problems involving sets

FM30.4

Explain probability/odds statements, calculate probabilities, critique odds vs probability usage

FM30.5

Analyze mutually exclusive and dependent events, calculate probabilities for multiple events

FM30.6

Apply fundamental counting principle, calculate factorials, determine permutations and combinations

FM30.7

Analyze polynomial, exponential, logarithmic, sinusoidal functions, determine best-fit functions

FM30.8

Develop rubrics, collect and assess data, interpret using statistical methods, present findings