Solve the following :$(2^2+3^2)÷6^2$

Given :

$(2^2+3^2)÷6^2$

To find :

We have to solve the following and find the answer.

Solution :

We have to solve these types of problems using BODMAS method.

$(2^2+3^2)÷6^2 = (4+9)÷36$

                       $ = \frac{13}{36}$.

Therefore,$(2^2+3^2)÷6^2=  \frac{13}{36}$.     

The value of $(2^2+3^2)÷6^2 is  \frac{13}{36}$              

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Updated on: 10-Oct-2022

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