Question

3а2x + 3аx2 + 5а3 + 3аx2 - 8а2x - 10а3

Answer 1

${3a}^{2} x + {3ax}^{2} + {5a}^{3} + {3ax}^{2} - {8a}^{2} x - {10a}^{3} = \\ - {5a}^{2} x + {6ax}^{2} - {5a}^{3} = \\ {6ax}^{2} - {5a}^{3} - {5a}^{2} x$

Answer 2

It appears you have an algebraic expression with terms containing the variable "a" and "x". Let's simplify this expression by combining like terms:

3a^2x + 3ax^2 + 5a^3 + 3ax^2 - 8a^2x - 10a^3

First, let's group the like terms together:

(3a^2x - 8a^2x) + (3ax^2 + 3ax^2) + (5a^3 - 10a^3)

Now, let's simplify each group of like terms:

(3a^2x - 8a^2x) = -5a^2x (3ax^2 + 3ax^2) = 6ax^2 (5a^3 - 10a^3) = -5a^3

Now, we can combine these simplified terms:

-5a^2x + 6ax^2 - 5a^3

So, the simplified expression is:

-5a^2x + 6ax^2 - 5a^3