The given expression is a subtraction of algebraic terms. However, it's important to note that you can only subtract like terms (terms with the same variables and powers).

The given expression is:

14m^5n^4p^2 - 42m^7n^3p^7 - 70m^6n^4p^3

Looking at the terms, we can see that none of them are like terms. Each term has different powers for the variables m, n, and p.

Therefore, the expression cannot be simplified further and the answer is the expression itself:

14m^5n^4p^2 - 42m^7n^3p^7 - 70m^6n^4p^3

Question

The given expression is a subtraction of algebraic terms. However, it's important to note that you can only subtract like terms (terms with the same variables and powers).

The given expression is:

14m^5n^4p^2 - 42m^7n^3p^7 - 70m^6n^4p^3

Looking at the terms, we can see that none of them are like terms. Each term has different powers for the variables m, n, and p.

Therefore, the expression cannot be simplified further and the answer is the expression itself:

14m^5n^4p^2 - 42m^7n^3p^7 - 70m^6n^4p^3

Knowee AI · Accepted Answer

The given expression is a subtraction of algebraic terms. However, it's important to note that you can only subtract like terms (terms with the same variables and powers).

The given expression is:

14m^5n^4p^2 - 42m^7n^3p^7 - 70m^6n^4p^3

Looking at the terms, we can see that none of them are like terms. Each term has different powers for the variables m, n, and p.

Therefore, the expression cannot be simplified further and the answer is the expression itself:

14m^5n^4p^2 - 42m^7n^3p^7 - 70m^6n^4p^3

(а) 14m5n4p2 – 42m7n3p7 – 70m6n4p3

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