About Exponential Formula
The number's exponent is the number of times it has been multiplied by itself. To answer the equations, multiple exponent formulae are utilised. Exponents are useful because they aid in the representation of products in which a single integer is repeated several times. Let's study exponent formulae and then answer a few cases. You can get all Maths formulas on one-page visit the Maths Formulas section of HT.
What Are the Exponents Formulas?
The formulas for solving exponents are known as exponents formulas. The exponent of a number is written as x^n, which means that x has been multiplied by itself n times. Here,
- x is called "base"
- n is called "exponent" or "power"
- xn is read as "x to power of n" (or) "x raised to n"
| Multiplication Rule | ax x ay = ax + y |
| Division Rule | ax / ay = ax - y |
| Power of a Power Rule | (ax)y = axy |
| Power of a Product Rule | (ab)x = axbx |
| Power of Fraction Rule | (a/b)x = ax/bx |
| Zero Exponent | a0 = 1 |
| Negative Exponent | a-x = 1/ax |
| Fractional Exponent | ax/y =  |
Exponents Formulas
- a0=1
- a1=a
- am X an=am + n
- am / an=am - n
- a-m= 1/am
- (am)n = amn
- (ab)m=ambm
- (a/b)m= am/bm