MHF4U-C ADVANCED FUNCTIONS PRACTICE TEST| QUESTIONS
AND SOLUTIONS | 2026 UPDATE | 100% CORRECT .
Advanced Functions MHF4U-C
Practice Test
Time: 2 hours
Total Marks: 100
Instructions
• The Practice Test uses the same format, type of questions, marking scheme, and length as the
Final Test.
• To get the most out of this Practice Test, allot yourself two uninterrupted hours, and don’t use
notes or books. You may use a scientific calculator.
• Write your answers in the space provided.
• The test has four (4) parts. An approximate time is given for each part. Look over the test
before you begin, and leave some time to review your work at the end.
Part Category Marks Time (min)
Preview 5
A Logs and Exponents 25 30
B Polynomials and Rational Functions 24 25
C Trigonometry 25 25
D Properties of Functions 26 30
Review 5
https://www.stuvia.com/user/lucidwise
, Formula Sheet
Compound-angle formulas:
sin(x + y) = sinx cosy + cosx siny
sin(x – y) = sinx cosy – cosx siny
cos(x + y) = cosx cosy – sinx siny
cos(x – y) = cosx cosy + sinx siny
Double-angle formulas:
sin(2x) = 2 sinxcosx
cos(2x) = cos2x – sin2x
cos(2x) = 1 – 2sin2x
cos(2x) = 2cos2x – 1
Pythagorean identity:
cos2x + sin2x = 1
Trig identities:
tanx = sinx cotx = cosx
cosx sinx
1 1
secx = cscx =
cosx sinx
https://www.stuvia.com/user/lucidwise
AND SOLUTIONS | 2026 UPDATE | 100% CORRECT .
Advanced Functions MHF4U-C
Practice Test
Time: 2 hours
Total Marks: 100
Instructions
• The Practice Test uses the same format, type of questions, marking scheme, and length as the
Final Test.
• To get the most out of this Practice Test, allot yourself two uninterrupted hours, and don’t use
notes or books. You may use a scientific calculator.
• Write your answers in the space provided.
• The test has four (4) parts. An approximate time is given for each part. Look over the test
before you begin, and leave some time to review your work at the end.
Part Category Marks Time (min)
Preview 5
A Logs and Exponents 25 30
B Polynomials and Rational Functions 24 25
C Trigonometry 25 25
D Properties of Functions 26 30
Review 5
https://www.stuvia.com/user/lucidwise
, Formula Sheet
Compound-angle formulas:
sin(x + y) = sinx cosy + cosx siny
sin(x – y) = sinx cosy – cosx siny
cos(x + y) = cosx cosy – sinx siny
cos(x – y) = cosx cosy + sinx siny
Double-angle formulas:
sin(2x) = 2 sinxcosx
cos(2x) = cos2x – sin2x
cos(2x) = 1 – 2sin2x
cos(2x) = 2cos2x – 1
Pythagorean identity:
cos2x + sin2x = 1
Trig identities:
tanx = sinx cotx = cosx
cosx sinx
1 1
secx = cscx =
cosx sinx
https://www.stuvia.com/user/lucidwise
