In this chapter we are going to learn exponent of exponent property. Let us consider an exponent of exponent term, i.e., (km)5. Now km is multiplied itself for 5 times, km x km x km x km x km x km. Here we can also write as km+m+m+m+m = k5m or km x 5. Therefore we get the result for ... Read More »

## Category Archives: Exponents

## Exponents Of A Product Example -1

Already we have discussed the exponent of a product. Let us try to solve an example, i.e., 23 x 53. Here 23 can be written as 2 x 2 x 2 and 53 can be written as 5 x 5 x 5. we can also write as (2 x 5) x (2 x 5) x (2 x 5) = (2 ... Read More »

## Exponents Of A Product

In this chapter we are going to learn how to multiply the exponents, i.e., exponents of a product. Let us try to solve an example 34 x 44. Here we have to multiply the base according to the exponent like 34 x 44. Now we can write 34 as 3 x 3 x 3 x 3 and 44 as 4 ... Read More »

## Laws Of Exponents – Multiplication Property Example -1

We have already learnt the multiplication property. Now, let us try to solve an example, i.e., how to multiply same base exponential terms. The example is 42 x 43. Here the bases are equal and by multiplication property we can write 42 x 43 as 42+3 = 45. Therefore the result we get for 42 x 43 as 42+3. Let ... Read More »

## Laws Of Exponents-Multiplication Property

We have already discussed the concept of exponent. Let us learn the multiplication property under exponent. Property : When multiplying the powers with the same base, add the exponents. Example : b4 x b1 Here b4 can be written as b x b x b x b, and b1 can be written as b. Now we write b4 x b1 ... Read More »

## Comparison of Exponential Terms

Comparison is done only when we have more than one value. Example : Which one is greater 28 or 82 ? Here 28 can be written as 2 x 2 x 2 x 2 x 2 x 2 x 2 x 2, we get 256 and 82 = 8 x 8, we get 64. So we can say 256 = ... Read More »

## Express In Exponential form By Prime Factorization

Prime factorization is breaking down a number into all of its prime number and when multiplied them together gets the original integer. Example : Find the prime factorization of 108. Here 54 times of 2 is 108, now 27 times of 2 is 54, repeating again 9 times of 3 is 27, and 3 times of 3 is 9, at ... Read More »

## Exponents Example-1

As we have learnt the concept of exponents i.e., the relationship of base and exponents. Let us solve few examples : 27 27 can be written as 3 x 3 x 3 = 33. Therefore we get result for 27 as 33. 16 16 can be written as 2 x 2 x 2 x 2 = 24. Therefore we get ... Read More »

## Introduction Of Exponents

Exponents is a shorthand notation to indicate the products which contain two or more identical quantities. For example we have a number 23, and read as 2 to the power of 3, cube of two or two cubed, rather than writing it as 2 x 2 x 2. The expression 23 is also read as to the power 2 raised ... Read More »