1st class free
Hariprabhaa
- Rate ₹1,000
- Response 1h
₹1,000/hr
Contact
1st class free
- Maths
- Algebra
- Chemistry
- Geometry
- Logic
Valued teaching with perfect knowledge for the student For their better future
- Maths
- Algebra
- Chemistry
- Geometry
- Logic
Class location
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At Hariprabhaa 's house : Bengaluru
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About Hariprabhaa
I am a dedicated Mathematics teacher with [X years] of experience teaching students from Class 6 to 12. My core teaching philosophy is simple: _“Concept first, formula later.”_
I focus on building strong fundamentals in Algebra, Geometry, Trigonometry, and Calculus by connecting topics to real-life examples. My classes are interactive - I encourage questions, step-by-step problem solving, and regular practice to remove exam fear.
My goal is not just to complete the syllabus, but to help every student gain confidence and see Math as a logical, scoring subject. I believe consistent practice + clear doubt-solving can turn any "weak in Math" in
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About the class
- All Levels
- English
- Tamil
- Kannada
All languages in which the class is available :
English
Tamil
Kannada
*1. What is a Polynomial?*
An expression made of variables, coefficients, and whole-number exponents.
Ex: `4x³ + 2x - 5` | `4x⁻² + 2x` because exponent is negative
*2. Key Parts*
- *Term*: Each part separated by + or -. Ex: `4x³`, `2x`, `-5`
- *Coefficient*: The number in front of a variable. In `4x³`, 4 is the coefficient
- *Variable*: Letters like `x, y` that can change value
- *Degree*: The highest power of the variable in the polynomial. For `4x³ + 2x - 5`, degree = 3
*3. Types by Number of Terms*
1 term = *Monomial* → `5x²`
2 terms = *Binomial* → `x + 3`
3 terms = *Trinomial* → `x² + 5x + 6`
4+ terms = *Polynomial*
*4. Types by Degree*
Degree 0 = *Constant* → `7`
Degree 1 = *Linear* → `2x + 1` → Graph: straight line
Degree 2 = *Quadratic* → `x² - 4` → Graph: U-shaped parabola
Degree 3 = *Cubic* → `x³ + 2` → Graph: S-shaped curve
*5. Basic Operations*
- *Addition/Subtraction*: Combine only "like terms". `3x² + 2x² = 5x²`
- *Multiplication*: Multiply every term in 1st polynomial by every term in 2nd. `(x+2)(x+3) = x² + 5x + 6`
- *Zero of a polynomial*: The value of x that makes the polynomial = 0. For `x - 2`, the zero is `x = 2`
*6. Important Identities*
`(a + b)² = a² + 2ab + b²`
`a² - b² = (a+b)(a-b)` → Very useful for factorization
*One Line Takeaway*: A polynomial is a math expression with "many terms". The degree t
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Rates
Rate
- ₹1,000
Pack prices
- 5h: ₹5
- 10h: ₹10
free classes
This first free class with Hariprabhaa will allow you to get to know each other and to specify the exact learning requirements for the upcoming classes.
- 1hr
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