Solution

Profit is calculated as:

$\text{Profit}=\text{Revenue}-\text{Cost}$

For Company A:

FY21 profit $=100-88=12$

FY25 profit $=224-200=24$

So, profit growth of Company A is:

$\frac{24-12}{12}\times 100=100%$

For Company B:

FY21 profit $=150-125=25$

FY25 profit $=236-167=69$

So, profit growth of Company B is:

$\frac{69-25}{25}\times 100$

$=\frac{44}{25}\times 100$

$=176%$

Since $176%>100%$, Company B has higher profit growth rate.