Study the given pie-chart data and answer the question that follows.



If ₹$21,000$ was spent on Football, then the money spent on Tennis and Basketball taken together is what percentage (rounded off to $2$ decimal places) of money spent on Hockey and Cricket taken together?

Given central angles for the sports are:
Football = $70^{\circ }$
Tennis = $12^{\circ }$
Basketball = $35^{\circ }$
Hockey = $80^{\circ }$
Cricket = $120^{\circ }$
Others = $43^{\circ }$

Total central angle for Tennis and Basketball taken together:

$$\text{Tennis}+\text{Basketball}=12^{\circ }+35^{\circ }=47^{\circ }$$

Total central angle for Hockey and Cricket taken together:

$$\text{Hockey}+\text{Cricket}=80^{\circ }+120^{\circ }=200^{\circ }$$

Required percentage:

$$\text{Required Percentage}=\frac{\text{Tennis}+\text{Basketball}}{\text{Hockey}+\text{Cricket}}\times 100\%$$

$$\text{Required Percentage}=\frac{47^{\circ }}{200^{\circ }}\times 100\%=\frac{47}{2}=23.50\%$$

Note: The actual monetary value spent on Football (₹$21,000$) is redundant here because the percentage depends purely on the ratio of the corresponding central angles.