The value of $$\left(\frac{2020}{2000}\right)^{-2008}×\left(\frac{2020}{2000}\right)^{2008}×2020$$​ is:

Correct option is C

Given:
​$$\left(\frac{2020}{2000}\right)^{-2008}×\left(\frac{2020}{2000}\right)^{2008}×2020$$​​
Solution:
= $$\left(\frac{2020}{2000}\right)^{-2008}×\left(\frac{2020}{2000}\right)^{2008}×2020$$​​

= $$\left(\frac{2020}{2000}\right)^{-2008+2008}×2020$$​​

= $$\left(\frac{2020}{2000}\right)^{0}×2020$$​​
= $$1\times 2020$$​​
= 2020