# Things You Need To Know About

Your Math 30-1 Diploma Exam

**Before you write** your Math 30-1 Diploma there are a few things you should know about the format and set-up of the exam. By understanding how your Math 30-1 diploma exam is structured, you’ll feel more confident and prepared to write it.

### How Many Questions Are On It?

Question Format | Number of Questions | Percentage Emphasis |

Multiple Choice | 28 | 70% |

Numerical Response | 12 | 30% |

The Math 30-1 Diploma contains a total of 40 questions. Of these 28 questions are multiple choice and 12 of them are numerical response.

### How Long Do I Have To Write the Exam?

The allotted time for the Math 30-1 Diploma Examination is two and a half hours long, with an additional half hour. This means that **you’ll have at maximum three hours to complete the exam.**

### How is The Mathematical Understanding of the Exam Divided Up?

Mathematical Understanding | Emphasis |

Conceptual | 34% |

Procedural | 30% |

Problem Solving | 36% |

**Conceptual Understanding-**This means that you know more than just the definitions and being able to recall simple examples. You’re able to understand what mathematical concepts are being used, and you can recognize the various meanings and interpretations of the questions.

**Procedural Understanding-**This means that you know how to carry out all of the mathematical steps in a question, and you’re able to do so efficiently.

**Problem Solving Understanding-**This means that you can solve unique and unfamiliar problems based on what you know. You should be able to explain the process that you used your mathematical solution.

### How Is The Exam Content Divided Up?

Diploma Exam Content |
Percentage Emphasis |

Relations and Functions | 55% |

Trigonometry | 29% |

Permutations, Combinations, and Binomial Theorem | 16% |

**Relations and functions-**You must be aware of how to use your calculator properly, laws of logarithms, growth and decay formulas, and the general form of transformed functions.

**Trigonometry-**You need to know the arc length formula, and trigonometric identities that involve sine, cosine and tangent. You should also be aware of the other identities such as the Pythagorean trigonometric identity. An understanding of how trigonometric functions are transformed is also required.

**Perms, Combs, and Binomial Theorem-**You must know the difference between permutations and combinations, and which one to use in counting problems. You must also understand the fundamental counting principle, and how to find terms and expand out the binomial theorem.