Sure, here are the steps to factorise the given expression:

1. The given expression is 16k^2 + 88k + 121.

2. We can write this expression in the form of a^2 + 2ab + b^2, which is the formula for (a + b)^2.

3. Here, a^2 is 16k^2, 2ab is 88k, and b^2 is 121.

4. So, a is 4k (since (4k)^2 = 16k^2) and b is 11 (since 11^2 = 121).

5. Therefore, the expression 16k^2 + 88k + 121 can be factorised as (4k + 11)^2.

Question

Sure, here are the steps to factorise the given expression:

1. The given expression is 16k^2 + 88k + 121.

2. We can write this expression in the form of a^2 + 2ab + b^2, which is the formula for (a + b)^2.

3. Here, a^2 is 16k^2, 2ab is 88k, and b^2 is 121.

4. So, a is 4k (since (4k)^2 = 16k^2) and b is 11 (since 11^2 = 121).

5. Therefore, the expression 16k^2 + 88k + 121 can be factorised as (4k + 11)^2.

Knowee AI · Accepted Answer

Sure, here are the steps to factorise the given expression:

1. The given expression is 16k^2 + 88k + 121.

2. We can write this expression in the form of a^2 + 2ab + b^2, which is the formula for (a + b)^2.

3. Here, a^2 is 16k^2, 2ab is 88k, and b^2 is 121.

4. So, a is 4k (since (4k)^2 = 16k^2) and b is 11 (since 11^2 = 121).

5. Therefore, the expression 16k^2 + 88k + 121 can be factorised as (4k + 11)^2.

Factorise 16k2+88k+121 completely.