🎥 Watch Video Solution
Q. If \( 6^n = 1296 \), find \( 6^{n-3} \)
✏️ Solution
\( 1296 = 6^4 \)
\( \therefore 6^n = 6^4 \)
\( \Rightarrow n = 4 \)
\( 6^{n-3} = 6^{4-3} \)
\( = 6^1 \)
\( = 6 \)
Final Answer: \( \boxed{6} \)
Q. If \( 6^n = 1296 \), find \( 6^{n-3} \)
\( 1296 = 6^4 \)
\( \therefore 6^n = 6^4 \)
\( \Rightarrow n = 4 \)
\( 6^{n-3} = 6^{4-3} \)
\( = 6^1 \)
\( = 6 \)
Final Answer: \( \boxed{6} \)