Question

If A and B are the monomial, binomial and trinomial algebraic expressions, then find the maximum number
of terms in

A × (B + B + A + B + B + A + A)​

Answer 1

The maximum number of terms in the given algebraic expression are 7.

Step-by-step explanation:

The expression to simplify is given as:

$A \times ( B + B + A + B + B + A + A )$

Using distributive property of addition, we multiply 'A' to each of the terms inside the parenthesis. The expression becomes:$(A \times B) + (A \times B) + (A \times A) + (A \times B) + (A \times B) + (A \times A) + (A \times A)$= $AB + AB + A^2 + AB + AB + A^2 + A^2$

Now, we count the number of terms after simplification.

Therefore, the maximum number of terms are 7.

Answer 2

Answer:

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