Explanation

Let, entire property value ‘x’.
\large\frac{7}{11} of property value is ₹8680.
So that,
\left(x\times\large\frac{7}{11}\right)=₹8680
\rightarrow \large\frac{7x}{11}\normalsize=₹8680
\rightarrow x=₹\left(8680\times\large\frac{11}{7}\right)
\rightarrow x=₹13640
\therefore Entire property value is ₹13640
Now, \large\frac{7}{10} of the property value is =₹\left(13640\times\large\frac{7}{10}\right)
\rightarrow ₹9548
Ans: \large\frac{7}{10} of the property value is ₹9548.

An alternative way to phrase this particular math query is possible:

1. Calculate the value of 7/10 of a property when 7/11 of it is valued at ₹8680.
2. Find the worth of 7/10 of a property given that 7/11 of it is appraised at ₹8680.
3. Calculate the worth of 7/10 of a property based on the appraisal of 7/11 of it, which is ₹8680.
4. What is the value of 7/10 of a property when 7/11 of it is valued at ₹8680?