Introduction to constant algebraic expression:
The algebraic is the division of the mathematics concerning the study of the specific number and equation and letters and arithmetic operation. The constant algebra expression is an expression or equation has a unchanging value and does not include variables. The constant expressions are related to the constant, equation, expression, term, values, and variable. In the following we see the constant algebra bra expression.
I like to share this an example of an algebraic expression with you all through my article.
Example Problem for Constant Algebraic Expression:
Example 1:
Adding 5x + 10 and 7x + 12 using algebraic expression
Solution:
Inscription this as an algebraic expression we obtain:
(5x+10) + (7x+12)
The 10 and 12 is the constant terms.
Adding these two expression
5x + 10 + 7x + 12
5x + 7x + 10 + 12
12x + 22
The solution of the problem is the 12x + 22. The number 22 is the constant term.
Example 2:
Adding 4x + 6 and x - 3 using algebraic expression
Solution:
Inscription this as an algebraic expression we obtain:
The give expression the 6 and 3 are constant terms.
Adding these expression
(4x+ 6) + (x - 3)
4x + 6 + x - 3
4x + x + 6 - 3
5x + 3
The solution of the problem is the 5x + 3
Algebra is widely used in day to day activities watch out for my forthcoming posts on how to factor algebraic expressions and algebra 2 solver step by step. I am sure they will be helpful.
More over the Example Problems for Constant Algebraic Expression:
Example 3:
Adding 2x + 3 and 6x + 1 using algebraic expression
Solution:
Step 1: 2x + 3 and 6x + 1is the indicating the original expression
Step 2: Add these expression
Step 3: In these expression the number 3 and 1 is the constant terms
Step 4: first variable are added and constant are added
Step 5: (2x + 3) + (6x + 1)
2x+3 + 6x + 1
8x+4
Step 6: the solution of the problem is the 8x + 4.
Example 4:
Adding 10x + 9 and -x - 1 using algebra expression
Solution:
Step 1: 10x + 9 and -x - 1is the indicating the original expression
Step 2: Add these expression
Step 3: In these expression the number 9 and -1 is the constant terms
Step 4: first variable are added and constant are added
Step 5: (10x + 9) + (-x - 1)
10x + 9 - x - 1
9x+ 8
Step 6: the solution of the problem is the 9x+8. The constant term of the expression is the 8.
The algebraic is the division of the mathematics concerning the study of the specific number and equation and letters and arithmetic operation. The constant algebra expression is an expression or equation has a unchanging value and does not include variables. The constant expressions are related to the constant, equation, expression, term, values, and variable. In the following we see the constant algebra bra expression.
I like to share this an example of an algebraic expression with you all through my article.
Example Problem for Constant Algebraic Expression:
Example 1:
Adding 5x + 10 and 7x + 12 using algebraic expression
Solution:
Inscription this as an algebraic expression we obtain:
(5x+10) + (7x+12)
The 10 and 12 is the constant terms.
Adding these two expression
5x + 10 + 7x + 12
5x + 7x + 10 + 12
12x + 22
The solution of the problem is the 12x + 22. The number 22 is the constant term.
Example 2:
Adding 4x + 6 and x - 3 using algebraic expression
Solution:
Inscription this as an algebraic expression we obtain:
The give expression the 6 and 3 are constant terms.
Adding these expression
(4x+ 6) + (x - 3)
4x + 6 + x - 3
4x + x + 6 - 3
5x + 3
The solution of the problem is the 5x + 3
Algebra is widely used in day to day activities watch out for my forthcoming posts on how to factor algebraic expressions and algebra 2 solver step by step. I am sure they will be helpful.
More over the Example Problems for Constant Algebraic Expression:
Example 3:
Adding 2x + 3 and 6x + 1 using algebraic expression
Solution:
Step 1: 2x + 3 and 6x + 1is the indicating the original expression
Step 2: Add these expression
Step 3: In these expression the number 3 and 1 is the constant terms
Step 4: first variable are added and constant are added
Step 5: (2x + 3) + (6x + 1)
2x+3 + 6x + 1
8x+4
Step 6: the solution of the problem is the 8x + 4.
Example 4:
Adding 10x + 9 and -x - 1 using algebra expression
Solution:
Step 1: 10x + 9 and -x - 1is the indicating the original expression
Step 2: Add these expression
Step 3: In these expression the number 9 and -1 is the constant terms
Step 4: first variable are added and constant are added
Step 5: (10x + 9) + (-x - 1)
10x + 9 - x - 1
9x+ 8
Step 6: the solution of the problem is the 9x+8. The constant term of the expression is the 8.
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