After interacting with 500+ CAT aspirants, one thing is clear:
Most students feel Quant is the toughest section.

They enjoy VARC, manage DILR, but when it comes to Quant — fear takes over.

Weak basics lead to low mock scores, which reduces confidence. Eventually, students start ignoring topics like Algebra, Arithmetic, Geometry, and Modern Math.

But this can change.

At ViaCareers, we’re starting a step-by-step Quant blog series, beginning with Algebra — showing how you can rebuild your fundamentals and improve your Quant percentile in just 1.5 months.

Why Algebra Matters in CAT Quant

In CAT, you get 40 minutes for Quantitative Aptitude with around 22 questions.

Algebra contributes 5–8 questions, nearly 25–30% of the section.

The key point is this:

You don’t need to solve all 22 questions.
If you solve 14 questions correctly, you can reach 90+ percentile.

In CAT, accuracy matters more than attempts.

Algebra also connects with other areas:

Supports Arithmetic concepts

Helps in equation framing in DILR

Strengthens logical thinking

When the basics are weak, Algebra feels difficult.
But when concepts are built step by step, confidence grows and mock performance improves.

So how do you build this stability in 1.5 months?

1.5-Month Algebra Roadmap
Month 1 — Build Strong Fundamentals

Week 1:
Focus on Algebra basics, identities, and linear equations (one variable).
Practice 20–25 questions daily and maintain a formula notebook.
Goal: Solve basic algebra questions without hesitation.

Week 2:
Move to linear equations with two variables and word problems.
Practice 25 questions daily + 5 CAT PYQs.
Goal: Translate word problems into equations quickly.

Week 3:
Study quadratic equations, including roots and discriminant.
Practice 30 questions + 8 PYQs during the week.
Goal: Build confidence in solving quadratic problems.

Week 4:
Focus on case logic in algebra problems.
Practice 25 questions and attempt a topic test.
Goal: Achieve 80% accuracy.

At the end of the month, take one sectional mock and analyze it deeply.

Final Phase — Concept Expansion

Week 5:
Study advanced polynomials, including remainder theorem and factor theorem.
Practice 25–30 questions.

Week 6:
Focus on inequalities, including number line and sign analysis.
Practice around 30 questions.

Week 7:
Work on modulus (absolute value) and case splitting techniques.
Practice 25 questions + PYQs.

Week 8:
Revise surds, indices, and logarithms, focusing on simplification speed.
Finish with a topic test.

Final Target

After this 1.5-month roadmap:

Attempt 2 sectional mocks

Focus on mock analysis

Aim for 10–12 correct attempts in Quant

With strong Algebra fundamentals, achieving a high Quant percentile becomes realistic.