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The examples below will show the algebraic terms with algebra operations.

= 4x -4y-4z+2z+2y+2x

Now we have to separate the like terms and then we will write it together, we will get the following

=

= 6x-2y-2z

Therefore on solving (4x -4y-4z) + (2z+2y+2x), we get 6x-2y-2z.

2x/10 + 5x/10 = 3/10 + 5/10

Now we have to solve the right hand side of the above equation, for this we need to take LCM on the right hand side

2x/10 + 5x/10 = (3+5)/10

2x/10 + 5x/10 = (8)/10

2x/10 + 5x/10 = 8/10

Similarly we have to solve the left hand side by taking the LCM on the left hand side

2x/10 + 5x/10 = 8/10

(2x+ 5x)/10 = 8/10

7x/10 = 8/10

Now to solve the above equation, we have to cross multiply the above, then we will get

(7x) x 10 = 8 x 10

7x = 8

Now to evaluate the value of x, we have to divide both sides of the equation by 7

7x/7 = 8/7

Therefore x = 8/7