Introduction to adding
same base exponents:
The
number of times the term want to multiply by itself is defined as the
exponents. It is defined by numbers in smaller size. Adding exponents here
shows the multiplication of the terms with same bases the exponents are
added together. Terms without same bases cannot be simplified with each other.
By multiplying the exponent with the same component can be add the terms with
the same bases.
Instructions for Adding same Base Components
The instructions for the
exponents of same base components is given as,
- The term is simplified by using the terms so that it cannot be simplified further.
- Operations are done for the expressions within the paranthesis.
- The exponential terms are simplified by adding and multiplying the terms in exponenets.
- The multiplication and the division operations are performed with the different exponents in the same bases by adding the coefficients.
- The terms with the same exponents are added by adding the coefficients by maintanign the same exponents.
My forthcoming post is on how to solve math word problems, simple probability formula will give you more understanding about Algebra.
Example Problems for Adding same Base Exponents:
Example 1: (Adding same
base exponents)
Here the base is same that is 3 and the exponents are different 3,2.
33 + 32 = (3 * 3 * 3) +(3 * 3)
= 27 + 9
= 36.
Hence the answer for adding the same base exponents is given as 36.
Example 2: (Adding same
base exponents )
43 + 44
= (4 * 4 * 4 ) + (4 * 4 * 4 * 4)
= 64 + 256
= 3204
The
value of 43 is 64.
The
value of 44 is 216.
Hence the answer for adding the same base exponents is given as 3204.
Example 3:
62 + 63 = (6 * 6) (6 * 6 * 6)
= 36 +216
= 252
The value of 62 is 36.
The value of 63 is 216.
Hence the answer for adding the same base exponents is given as 36.
Example 4:
23 + 24 = (2 * 2 * 2) + (2 * 2 * 2 * 2)
= 8 + 16
= 24.
The value of 23 is 8.
The value of 24 is 16.
Hence the answer for adding the same base exponents is given as 24.
These are examples of adding same base
exponents.
No comments:
Post a Comment