Question

identify terms containing a² and write coefficient: 8a²b²+4ab²​

Answer 1

Given :

An expression $8a^{2} b^{2} +4ab^{2}$

To find :

The terms containing $a^{2}$.

Step-by-step explanation:

• Co efficient is the quantity that is present before a variable.
• Here, the question is asked to find the co efficient of $a^{2}$
• But in the given expression there are 2 coefficients.

       $8$ and $4$

• Now, let's see where $a^{2}$ is present.
• $a^{2}$ is present only after 8.
• So, the term containing $a^{2}$ is $8a^{2} b^{2}$
• Therefore, co efficient of $a^{2}$ is 8.

Final answer :

The terms containing $a^{2}$ is $8a^{2} b^{2}$ and co efficient of $a^{2}$ is 8.