College Mathematics Masterclass

The undergraduate core, mapped into three academic-year tracks. Track 1: single-variable calculus, linear algebra, proof writing and multivariable calculus. Track 2: multiple integration, ordinary differential equations with Laplace transforms, discrete mathematics, and probability and statistics. Track 3: real analysis, abstract algebra, topology and complex analysis. You join the track and month that match your current syllabus, not a fixed conveyor belt.

A short diagnostic and a conversation about your current semester decide it. Engineering first-years usually land in Track 1, second-years facing ODEs and probability in Track 2, and BSc mathematics students meeting analysis and algebra in Track 3. Since each track is joinable any month, you can also enter mid-track exactly where your university syllabus is hurting.

One academic year: 10 months at 2 live classes a week plus 4 to 6 hours of problem practice, with up to 12 months for students who need more, the margin is built in deliberately. Nobody needs all three tracks at once; most students take the track their degree is currently testing them on.

No. Problem sets follow every class and come back marked with written feedback, monthly reviews deliberately mix current topics with earlier ones so nothing fades, and each track ends with a real exam, computational and proof-based, that decides the track certificate. Falling short earns a focused revision plan and a free retest. We optimize for real mathematical knowledge, not attendance.

Especially for you. Proof writing is taught as its own skill starting in Track 1, with intuition drawn first and rigor layered on: read proofs, complete proofs with gaps, then write your own with line-by-line feedback. Most students who fear proofs were simply never taught them as a craft; the fear rarely survives a term of doing it properly.

That is the design. The tracks mirror standard BSc and engineering syllabi, so the class becomes structured reinforcement of exactly what your lectures assume. For tight semester alignment, the 1-on-1 option follows your university’s syllabus and past papers directly.

Yes, concretely: Track 3’s analysis and algebra are the core that masters admissions, entrance tests and first-year graduate courses assume, and the proof portfolio built across the program is exactly the muscle those programs test. The pure-mathematics emphasis is deliberate; methods without rigor stop working at the graduate gate.

Group classes are ₹1,499 per month, with 2 live classes a week in batches capped at 10 students. A mini batch of 3-4 students is ₹2,999 per month, and personal 1-on-1 classes are ₹4,999 per month. International students pay a price set for their own country, shown on this page in their local currency.

Yes, a free demo class with no commitment: book at learn.modernagecoders.com/contact or message us on WhatsApp at +91 91233 66161. Bring your current problem set; the demo is most useful when it works on your actual mathematics.

Live, always: small groups where problems are worked together and your written mathematics gets read and corrected in real time, never pre-recorded lectures. Mathematics at this level is learned by doing under feedback; recordings cannot mark your proof.

Yes. Full recordings of real, unedited classes for ages 13 and up are free to watch: Free to watch. No payment, no card, just a quick Google sign-in. These recordings show how we teach, not the exact syllabus of this course. Some classes are in English and some in Hindi; everyone follows at their own pace. Watch a class end to end, like you are in it. Sessions are interactive and each moment builds on the last.

Yes. Choose a plan on this page and enroll directly. A free live demo is optional: book one if you would like to meet a mentor before deciding. Outside India, our team confirms the plan and completes payment with you over WhatsApp, so allow a little time for that step.