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Maths foundation course

popular course by www.digitalmathsbyjeevan.com
4.0
(1)
0 Enrolled
6 hours

About Course

Welcome to the “Maths Foundation Course” by DigitalMathsByJeevan.com – where learning becomes as enjoyable as your favorite game, guided by a seasoned math expert with over a decade of experience.

At DigitalMathsByJeevan.com, we believe that the foundation of mathematical understanding is best laid with a touch of simplicity and a dash of fun. Our “Maths Foundation Course” is tailored for young minds in classes 4 to 8, and it’s more than just numbers on a page – it’s an interactive, engaging experience designed by a mathematics expert with 10 years of dedicated teaching.

Key Points:

  1. Simple Language, Big Concepts:
    • Our expert, with a decade of experience, translates complex math concepts into simple language, making it a breeze for even a 5-year-old to grasp.
  2. Interactive Learning Adventures:
    • Math is not just about solving problems; it’s about exploration. Dive into interactive learning adventures that turn every math session into a discovery journey.
  3. Building Strong Foundations:
    • We understand the importance of a solid foundation. Our course is meticulously crafted to build a strong mathematical base that will benefit students throughout their academic journey.
      • Say goodbye to dull math sessions!

Ready to revolutionize your child’s relationship with math? Enroll them in the “Maths Foundation Course” at www.digitalmathsbyjeevan.com today. Watch as they not only learn but fall in love with math, guided by an expert who knows how to make numbers sing. Give your child the gift of a strong mathematical foundation – one that lasts a lifetime. Click to enroll now!

What you’ll learn
    1. Knowing Our Numbers
    2. Whole Numbers
    3. Multiple And Factors ,Prime, Even And Odd Numbers
    4. LCM And HCF
    5. Unlocking The Secrets Of Divisibility
    6. Fraction Part-1
    7. Fraction Part-2
    8. Decimal Number Part-1
    9. Decimal Number Part-2
    10. Integers
    11. Rational Number Part-1
    12. Rational Number Part-2
    13. Square And Square Roots
    14. Cube And Cube Roots
    15. Unit Conversion (Measurement)
    16. Unitary Method
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Requirements

  • 1. Internet Access: You will need a reliable internet connection to access course materials, lectures, and assignments online.
  • 2. Computer or Device: You'll need a computer, tablet, or smartphone to access the course content. Ensure that your device meets any specific technical requirements specified by the course provider.
  • 3. Educational Background: Many online mathematics foundation courses do not have strict educational prerequisites. They are often designed for learners of various backgrounds, including those who may not have a strong foundation in mathematics. However, some courses may recommend a basic understanding of mathematics concepts.
  • 4. Registration and Enrollment: You'll need to register or enroll in the online course, which may involve creating an account with the course provider or institution.
  • 5. Time Commitment: Understand the course duration and time commitment required. Online courses may be self-paced, allowing you to complete modules at your own speed, or they may have set start and end dates.
  • 6. Language Proficiency: If the course is in a language other than your native language, you may need to demonstrate language proficiency or ensure that you can understand the course materials.

Course Content

First Step

  • Introduction to Training & Investing
  • Test Perpose
    00:00

Knowing Our Numbers

Whole Numbers

Multiple And Factors ,Prime, Even And Odd Numbers

LCM And HCF

Unlocking The Secrets Of Divisibility

Fraction

Decimal Number

Integers

Rational Number

Square And Square Roots

Cube And Cube Roots

Unit Conversion (Measurement)

Unitary Method

Instructors

A

admin

4.4
9 Students
7 Courses

Feedback

4.0
Total 1 Rating
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Review (1)

  1. 2 years ago
    At vero eos et accusamus et iusto odio dignissimos ducimus qui blanditiis praesentium voluptatum deleniti atque corrupti quos dolores et quas molestias excepturi sint.

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