✦ Educational Innovator & Creator

I craft engaging mathematical journeys and creative learning spaces, students love.

A dedicated and disciplined Mathematics educator at Sainik School Nalanda, recognized as a Gemini Certified Educator and Google AI Certified Educator. Dedicated to transforming abstract math into joyful learning through interactive digital tools, NEP‑aligned resources, and creative publications.

Akash Srivastva Teaching Illustration

Certificate

Issued by Google for Education

Google Certificate
✦ My Process

From idea to impact.

A structured, student‑centered process I follow to turn a classroom gap into a working digital resource.

🔍

1. Explore

Identifying student learning gaps and where a concept needs more clarity.

✎

2. Formulate

Crafting digital TLMs and NEP‑aligned worksheets around that gap.

▶

3. Execute

Implementing interactive, NEP 2020‑aligned methodologies in the classroom.

✦

4. Inspire

Achieving academic rigor and clarity that students genuinely enjoy.

✦ Let's Create Together

Have an innovative mathematical
project or idea in mind? Let's bring it to life!

✉ Send Me a Message

Quick Questions

What kind of worksheets do you design?+
I design interactive, NEP-aligned digital worksheets tailored for conceptual clarity, self-paced practice, and immediate feedback.
Can you build TLMs for my chapter?+
Yes! I specialize in creating digital Teaching-Learning Models (TLMs) and virtual visual tools.
How do you integrate technology into math?+
I leverage ICT tools, interactive Live Worksheets, dynamic geometric models, and activity-based learning aligned with NEP 2020.
Can educators reach out to discuss ideas?+
Absolutely! I am always happy to connect, share insights, and discuss innovative math pedagogy with fellow educators.
Class 10 Mathematics Assertion-Reason Masterclass | Akash Maths
✦ NCERT / NCF 2023 ALIGNED • CBSE CLASS X ✦

Mathematics Master Hub

Assertion-Reason Question Bank Series (Chapters 1 to 10)

Select Chapter Module

Access complete 30-question high-order Assertion-Reason banks, detailed step-by-step explanations, printable PDF modules, and interactive practice modes for each chapter.

Chapter 1

Real Numbers

Fundamental Theorem of Arithmetic, HCF & LCM relations, and irrationality proofs.
Chapter 2

Polynomials

Geometrical meaning of zeroes, relationship between coefficients and zeroes.
Chapter 3

Pair of Linear Equations in Two Variables

Graphical and algebraic consistency, unique, infinite, and no solution conditions.
Chapter 4

Quadratic Equations

Discriminant nature of roots, factorisation, and quadratic formula applications.
Chapter 5

Arithmetic Progressions

Common difference tests, \(n\)-th term formula, and sum of first \(n\) terms.
Chapter 6

Triangles

Basic Proportionality Theorem (BPT), similarity criteria (AA, SSS, SAS), and areas.
Chapter 7

Coordinate Geometry

Distance formula, section formula, mid-point properties, and centroid calculations.
Chapter 8

Introduction to Trigonometry

Trigonometric ratios, standard angle values, and Pythagorean identities.
Chapter 9

Some Applications of Trigonometry

Line of sight, angles of elevation and depression, and height-distance word problems.
Chapter 10

Circles

Tangent properties, length of tangents from external points, and circle theorems.