Introduction to algebra solver program:
Algebra Solver Program is a program which solves Algebra problems with detailed solution in the stepwise manner. Solver program solves algebra problems. Algebra is the main branch in mathematics which deals the process of determining the unknown variable values . In algebra program the numbers are considered as constants. The following program shows the solved algebra problems.

Problems in algebra include simplifying expressions, finding the value of unknown variable, solve one step linear equations , functions , word problems of day to day life and so on. Algebra deals with the solutions of the problems in a structured , simple step by step procedure. Each step is small and the solution is thus obtained by a set of such steps.Here is a sample of the solver program that solves linear inequalities:

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Examples solved using the solver program of Algebra :


Ex 1:Solve the expression using algebra solver.

6(x -3) + 5y - 2(x -y -2) + 1

Sol:Step 1:Given the algebraic expression

6(x -3) + 5y - 2(x -y -2) + 1

Step 2:Multiplying the integer with above terms

= 6x - 18 + 5y -2x + 2y + 4 + 1

Step 3: Grouping the above terms

= 4x + 7y – 13 is the solution.

Ex 2:Solve the expression using algebra solver.

5(-2y - 2) - (-2y - 4) = -4(4y + 4) + 15

Sol:

Step 1:Given equation is

5(-2y - 2) - (-2y - 4) = -4(4y + 4) + 15

Step 2:Multiplying the integer with above terms
-10y - 10 + 2y + 4 = -16y - 16 +15

Step 3:Grouping the above terms

-8y - 6 = -16y - 1

Step 4:Add 8y and 1  on both sides, the above equation becomes

-5 =-8y

Y= `5/8`  is the solution

Ex 3:Solve the expression using algebra solver.

-2(y - 3) - 6y - 1 = 8(y +2) - 2y

Sol:

Step 1:Given
-2(y - 3) - 6y - 1 = 8(y + 2) - 2y

Step 2:Multiplying the factors
-2y + 6 - 6y - 1 = 8y + 16 - 2y

Step 3:Grouping the above terms
-8y + 5 = 6y + 16

Step 4:Subtract 6y + 5 on both sides
-8y + 5 – 6y -5 = 6y +16 -6y-5

Step 5:Grouping the above terms
-14y = 11

Y = -`11/14` is the solution.

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Practicing to solve algebra problems using the solver program:


1) Solve the expression using algebra solver.

6(-8y - 3) - (-5y - 5) = -8(2y + 4) + 9

Ans: y = `10/9` is the solution.

2) Solve the expression using algebra solver.

5(x -8) + 11y - 5(x -y +6) + 4

Ans: 16y – 66 is the solution.