Sai - Mathematics teacher - Rajamahendravaram
1st lesson free
Sai - Mathematics teacher - Rajamahendravaram

The profile of Sai and their contact details have been verified by our experts

Sai

  • Rate TSh 6,773
  • Response 1h
Sai - Mathematics teacher - Rajamahendravaram

TSh 6,773/hr

1st lesson free

Contact

1st lesson free

1st lesson free

  • Mathematics
  • Trigonometry
  • Arithmetic
  • Geometry
  • Logic

I'm a final year student with a Math major. Students, make your math easy with an engaging dedicated tutor to learn math, arithmetic, logic, trigonometry, geometry. Learn within a short time with me

  • Mathematics
  • Trigonometry
  • Arithmetic
  • Geometry
  • Logic

Lesson location

About Sai

Dear students, I am a student pursuing BSC. Honors of Mathematics final year with an addition of practicing arithmetic reasoning and logical questions. Today I'm here to teach you all about what I have learned. So you may have a question " why teach us? " See, the answer to your question is that I have seen many kids dislike math and even fear taking the MPC group in intermediate. For those students, I have explained them in a very detailed manner with real-time examples, tips, shortcuts, and even how to solve a problem with basic knowledge. After my classes, they went up with scores from just a pass mark or fail to 80+ scores within a couple of weeks. So as I already have experience of bringing up the students with zero-level knowledge in math to a person who can explain others in a detailed way, I think that you will definitely love my class section. Just treat me as a friend. If you are an introvert, just cover your cam and send me a message about your question. Don't worry, just feel free with me and treat me like a good friend of yours.

See more

About the lesson

  • Primary school
  • Ordinary Level
  • Form 5
  • +12
  • levels :

    Primary school

    Ordinary Level

    Form 5

    Form 6

    Terminale

    Tertiary Education

    Bachelor’s Degree

    Master’s Degree

    Diplomgrad

    PhD / Doctorate

    Other

    PGDLP

    Qualified Lawyer Transfer Scheme

    MBA

    Nursery

  • English

All languages in which the lesson is available :

English

Hello my dear children, let me explain to you why we have different types of numbers.
At first, they created numbers 1,2,3,4,5,6,7,8,9 which are known as natural numbers or positive numbers. These are infinite towards the right.
Natural numbers are denoted by "N" (capital N).
After 9, they thought about which number should be kept, then they invented 0 (zero) and later they thought about where it should be placed.
Then they placed 0 before 1, so the order 0,1,2,3,4,5,6,7,8,9 became whole numbers.
Whole numbers are denoted by "W" (capital W).
Later on, they showed that ........ , -9,-8,-7,-6,-5,-4,-3,-2,-1 these are negative numbers and infinite towards the left.
The combination of whole numbers and negative numbers are integers or can also be defined as the combination of positive numbers along with negative numbers separated by 0 in the middle are called integers.
Integers are denoted by "I" or "Z" (capital I or Z).
Later on, with the help of these 3 sets of numbers, they found even numbers, odd numbers, prime numbers, composite numbers, rational numbers, irrational numbers, complex numbers, perfect numbers, co-prime numbers, etc..
To know about these numbers it will be more efficient to learn with me rather than reading out.

Let me show you a shortcut on how to remember the trigonometric values in an easier way with just 4 steps.
Even if you have forgotten the values of the sin, cos, tan, cot, sec, cosec with just a couple of steps you can easily know these values.

Take numbers from 0 to 4 in the numerator and 4 in the denominator.
0 degree 30 degree 45 degree 60 degree 90 degree
i.e 0/4 1/4 2/4 3/4 4/4
Simplify:
We get 0 1/4 1/2 3/4 1
Apply square root √(0) √(1/4) √(1/2) √(3/4) √(1)
Simplify:
We get 0 1/2 1/√2 √3/2 1 these are your sine values.
The reciprocal of sine is cos so the values can be written from back to front.
We get 1 √3/2 1/√2 1/2 0 these are your cos values.
Tan is nothing but sin/cos so divide sin with cos to get tan values.
We get 0 1/√3 1 √3 infinite these are your tan values.


This is just a demo. When you join the class, you can have many tips and shortcuts just to make your math more powerful as well as interesting. Students from class 1 to 12 are eligible for the classes and for logical classes even adults are eligible.

See more

Rates

Rate

  • TSh 6,773

Pack prices

  • 5h: TSh 33,866
  • 10h: TSh 67,732

online

  • TSh542/h

free lessons

The first free lesson with Sai will allow you to get to know each other and clearly specify your needs for your next lessons.

  • 30mins

Similar Mathematics teachers in Rajamahendravaram

  • Alireza

    Richmond Hill, Canada & Online

    5 (30 reviews)
    • TSh 92,761/hr
    • 1st lesson free
  • Poonam

    London, United Kingdom & Online

    5 (65 reviews)
    • TSh 346,624/hr
  • Riccardo

    Roma, Italy & Online

    4.9 (357 reviews)
    • TSh 75,632/hr
    • 1st lesson free
  • Chris

    Paris 16e, France & Online

    5 (618 reviews)
    • TSh 353,960/hr
    • 1st lesson free
  • Hamid

    Vancouver, Canada & Online

    4.9 (281 reviews)
    • TSh 147,660/hr
    • 1st lesson free
  • Houssem

    Paris 1er, France & Online

    5 (280 reviews)
    • TSh 181,518/hr
    • 1st lesson free
  • Mounir

    Paris 8e, France & Online

    5 (416 reviews)
    • TSh 181,518/hr
    • 1st lesson free
  • Ptashanna

    Lyon, France & Online

    5 (263 reviews)
    • TSh 302,530/hr
    • 1st lesson free
  • Romain

    Paris 5e, France & Online

    5 (138 reviews)
    • TSh 299,504/hr
    • 1st lesson free
  • Gianni

    Ariano Irpino, Italy & Online

    4.9 (145 reviews)
    • TSh 69,582/hr
    • 1st lesson free
  • Gaël

    Paris, France & Online

    5 (116 reviews)
    • TSh 302,530/hr
    • 1st lesson free
  • Anis

    Paris 6e, France & Online

    4.9 (103 reviews)
    • TSh 208,745/hr
    • 1st lesson free
  • Paolo

    London, United Kingdom & Online

    4.9 (82 reviews)
    • TSh 121,318/hr
    • 1st lesson free
  • Samuel

    Lisboa, Portugal & Online

    5 (198 reviews)
    • TSh 111,936/hr
    • 1st lesson free
  • Gregor

    Heidelberg, Germany & Online

    5 (80 reviews)
    • TSh 178,492/hr
    • 1st lesson free
  • Nicolas

    Paris 6e, France & Online

    4.9 (162 reviews)
    • TSh 178,492/hr
    • 1st lesson free
  • Thomas

    München, Germany & Online

    5 (76 reviews)
    • TSh 347,909/hr
    • 1st lesson free
  • Filippo

    Roma, Italy & Online

    5 (114 reviews)
    • TSh 105,885/hr
    • 1st lesson free
  • Laurent

    Marseille 1er, France & Online

    4.6 (119 reviews)
    • TSh 181,518/hr
    • 1st lesson free
  • Sofia

    San Francisco, United States & Online

    5 (73 reviews)
    • TSh 169,295/hr
    • 1st lesson free
  • See Mathematics tutors