simplify the following :-
(10ˆ1-n)ˆn10000nˆ2+2____________ *___________(1000ˆn)ˆn+1100ˆ3-n
Please answer the following in steps because i dont even know how to answer this question
Hi mj,
$\displaystyle \frac{(10^{1-n})^n}{(1000^n)^{n+1}}\cdot \frac{10000^{n^2+2}}{100^{3-n}}=\frac{10^{n(1-n)}}{10^{3n(n+1)}} \cdot \frac{10^{4(n^2+2)}}{10^{2(3-n)}}=\frac{10^{n-n^2}}{10^{3n^2+3n}} \cdot \frac{10^{4n^2+8}}{10^{6-2n}}=$
Can you finish up?