Question

(ab+a)+b+1 is equivalent to

Answer 1

hope this helps you

Answer 2

Answer:

The answer to the given question is (ab+a)+b+1 is equivalent to the product of (a+1)(b+1).

Step-by-step explanation:

Given :

(ab+a)+b+1

To find:

we have to find the equivalent value to the given expression.

Solution :

(ab+a)+b+1

From the given expression taking a as common value from the first term, we have

a(b+1)+b+1.

Now take b+1 as common, we get

(b+1)(a+1).

The value obtained is the product of the terms (b+1)(a+1).

Therefore, the final answer is the value equivalent to the (ab+a)+b+1 is (a+1)(b+1)

let's verify whether the obtained answer is correct or not

Let's multiply the terms (a+1)(b+1).

First, multiply(a+1) with b we get ab+b, then multiply a+1 with 1 we get a+1

On adding these two we get the value ab+a+b+1.

Hence, it is verified that the given answer is correct.

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