Admissions open · Poranki, Vijayawada

Mathematics Made Simple. Results Made Strong.

Live online and in-centre mathematics coaching for Classes 2–12, Intermediate, IIT-JEE Foundation and EAPCET. One subject, taught thoroughly.

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1,200+ students taught 25+ Years teaching mathematics 4 programmes

y = 9 − x² Class 10 · roots read off the graph

Arithmetic Algebra Geometry Coordinate Geometry Trigonometry Mensuration Logarithms Sequences and Series Sets and Relations Polynomials Calculus Matrices and Determinants Probability Statistics Arithmetic Algebra Geometry Coordinate Geometry Trigonometry Mensuration Logarithms Sequences and Series Sets and Relations Polynomials Calculus Matrices and Determinants Probability Statistics

Students Taught: 1,200+
Teaching Mathematics: 25+ Years
Programmes: 4
Google rating: 4.7 from 47 reviews

Courses

Mathematics programmes

Structured by class and examination, from early foundations through to competitive entrance preparation.

Classes 2-5

Early Years

Mathematics for Classes 2 to 5: the four operations, number systems, integers, first algebra and fractions.

6 courses
Poranki

Classes 6-8

Primary Years

Mathematics for Classes 6 to 8: decimals and roots, real numbers, equations, exponents, plane geometry and mensuration.

9 courses
Poranki

Classes 9-12

Middle Years

Mathematics for Classes 9 to 12, including Intermediate: algebra, trigonometry, coordinate geometry, functions and proof.

22 courses
Poranki

View all courses Book a Free Demo Class

The syllabus

Every chapter, named.

Not “we cover the syllabus”. These are the lessons on this site, and you can read the list before paying for anything.

Basic Mathematical Operations Introduction to Number Systems Understanding Integers Introduction to Algebra Simple Equations using Integers Fractions and Rational Numbers

Classes 2-5 · 6 courses · the four operations, number systems, integers, first algebra and fractions See the programme

Decimals and Introduction to Irrational Numbers Squares and Square Roots Cubes and Cube Roots Real Numbers and Their Properties Simple Equations with Real Numbers Exponents (Level 1) Arithmetic Applications (Level 1) Plane Geometry (Level 1) Mensuration (Level 1)

Classes 6-8 · 9 courses · decimals and roots, real numbers, equations, exponents, plane geometry and mensuration See the programme

Algebraic Expressions and Their Uses Algebraic Identities Linear Equations in One Variable Solving Linear Equations in Two Variables Changing the Subject of a Formula Factorization Rationalization and Surds Polynomials and Their Properties Arithmetic Applications (Level 2) Plane Geometry (Level 2)

Classes 9-12 · 22 courses · showing 10 · algebra, trigonometry, coordinate geometry, functions and proof See the programme

Why us

Why families choose Expresswala

Strong Fundamentals

Concepts are built from first principles, so later topics rest on something solid.

Individual Attention

Small batches mean every student is seen, questioned and corrected.

Regular Practice

Structured practice sets after every concept, graded by difficulty.

Frequent Tests

Chapter tests at short intervals, so gaps surface early rather than at the exam.

Doubt Clarification

Dedicated time for questions — no doubt is carried into the next chapter.

Exam Strategy

Time management, question selection and presentation, practised under timed conditions.

How we teach mathematics →

Try it now

Answer one before you decide

Straight from the question bank the classes use. Answer one and you will see what our explanations actually look like — the part most sites never show you before you pay.

No sign-up, and nothing recorded.

Take a full practice quiz

Practice 0 / 3

Write

3600

as a product of prime powers.

$2^4 \times 3^2 \times 5^2$
$2^3 \times 3^2 \times 5^2$
$2^4 \times 3 \times 5^2$
$2^4 \times 3^2 \times 5$

3600 = 36 \times 100 = (2^2 \times 3^2)(2^2 \times 5^2) = 2^4 \times 3^2 \times 5^2

Why can

4^n

never end in the digit

0

for any natural number

n

Because $4^n$ is always a perfect square
Because $4$ is an even number
Its only prime factor is $2$ , so $5$ never divides it
Because $4^n$ is less than $10^n$

Ending in

0

needs the factor

10 = 2 \times 5

, but

4^n = 2^{2n}

has no

5

by unique factorisation.

84 = 2^2 \times 3 \times 7

and

120 = 2^3 \times 3 \times 5

. What is

\mathrm{HCF}(84, 120)

$6$
$840$
$12$
$24$

Common primes with the smaller exponents:

2^2 \times 3 = 12

Specialisations

Every branch of school mathematics

Taught as one subject rather than a set of unrelated chapters — which is why a gap in one shows up as a difficulty in another.

Inside a class

Photographs go here

Designed for real pictures of the centre. Until they arrive this holds the shape rather than showing a classroom that is not ours.

Five photographs would carry this page

Shot on a phone in daylight is fine. What matters is that they are yours.

A batch mid-class, from the back
A teacher at the board
A student’s worked page
The centre entrance
Parents at a demo

Free demo class

See a class
before you decide.

Your child sits in a real class, not a sales meeting. Parents are welcome to watch. Afterwards we tell you honestly where they stand.

We call to confirm a slot that suits the batch.
Your child attends a real class.
We talk honestly about where they stand.
You decide. No obligation either way.

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Learning guides

Mathematics, written down

Worked problems, method notes and exam strategy from the people who teach the classes.

Managerial Economics

Long-Run Cost Analysis

In the long run every cost is variable. A simple bakery example shows the difference from the short run, and how long-ru...

28 Sep 2026

Managerial Economics

Short-Run Cost Analysis

In the short run some inputs are fixed. Here is how fixed, variable, marginal and average costs are defined, and how MC...

28 Sep 2026

Pair of Linear Equations in Two Variables

NCERT Class 10 Exercise 3.3 Solutions: Elimination Method

Complete NCERT Class 10 Exercise 3.3 solutions: four pairs solved by both elimination and substitution, plus five word p...

27 Sep 2026

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Questions

Common questions

Expresswala Academy teaches mathematics for Classes 2 to 12, Intermediate, IIT-JEE Foundation and EAPCET.

Yes. A demo class can be booked through the website, by phone or over WhatsApp.

Both CBSE and the Andhra Pradesh state syllabus are covered.

Batch sizes are kept small so every student receives individual attention.

Give mathematics one honest hour

Book a free demo class and watch how your child responds to the teaching. No obligation, and no sales call afterwards.

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