Modern Age Coders vs Oxford Learning

Sources: Oxford Learning tutoring FAQs, pricing, Virtual Table, Dynamic Assessment and home pages, read 22 October 2026. Modern Age Coders is an independent school with no relationship to Oxford Learning, which has not seen or approved this comparison. One Oxford Learning page gives over 130 centres in Canada and another gives over 100; we print each as its page states it.

1. The Dynamic Assessment. Oxford Learning calls it a proprietary combination of licensed testing activities, taken in an assessment room away from the classroom. It measures academic and cognitive skills to understand "not only where a student stands academically, but also why a student is at that level".
2. A customised program. Education coordinators use the results to choose a starting point, areas of focus and teaching methods. Oxford Learning says each student's program is individualised.
3. Classes at a small table. Regular programs seat three students with one teacher, mixing one-on-one teaching with independent work. Centres generally run after school from Monday to Thursday and on Saturday mornings.
4. Lesson Review meetings. Parents and centre staff set goals together and check them at the next meeting, from sight words to quadratic equations to remembering homework.

1. Ask for the reasoning. The student usually explains that the square applies to each part separately, the way 2(x + 3) becomes 2x + 6. That is the real misconception: treating squaring like multiplying by a number.
2. Test the rule with a number. Try x = 1. The left side is (1 + 3)² = 16. The student's rule gives 1 + 9 = 10. One number is enough to show the rule is false.
3. Notice what zero hides. With x = 0 both sides give 9. A student who checks only with zero would wrongly decide the rule works, so we choose test numbers on purpose.
4. Build the right rule from a picture. A square with side x + 3 splits into four pieces: an x by x square, two x by 3 rectangles and a 3 by 3 square. Its area is x² + 3x + 3x + 9, which is x² + 6x + 9. The missing 6x is the two rectangles the student forgot.
5. Check the new rule the same way. At x = 1: 1 + 6 + 9 = 16, which matches. At x = 5: 25 + 30 + 9 = 64, and (5 + 3)² = 64.
6. Ask three questions that separate a slip from a belief. Expand (x + 5)², (2x + 1)² and (x - 4)². A student who has truly changed their idea gets the middle term each time: 10x, 4x and -8x.

# Our check: does (x + 3)**2 equal x**2 + 9? Test the rule with numbers.
for x in [0, 1, 2, 5, -3]:
    left = (x + 3) ** 2          # the expression itself
    wrong = x ** 2 + 9           # the student's rule
    right = x ** 2 + 6 * x + 9   # the expanded form
    print(x, left, wrong, right)

0 9 9 9
1 16 10 16
2 25 13 25
5 64 34 64
-3 0 18 0

1. Name the need. Write down the one or two things you most want to change this year. If they span subjects or study habits, start with a learning-skills centre. If they are about math or coding, start with a subject course.
2. Ask Oxford Learning the cost questions above, and ask about the assessment and the cancellation policy.
3. Book our free first class. The teacher works through a few problems with your child and tells you what they found.
4. Compare what your child can explain afterwards. The option that left your child able to explain more, in the area you most care about, is usually the one to choose.

Our online math tutor page for Canada covers live math lessons in more detail, and there is a separate comparison of a private tutor and online tutoring.