(3∕2)的9次方×(8∕9)的10次方×(3∕4)的11次方
问题描述：
(3∕2)的9次方×(8∕9)的10次方×(3∕4)的11次方
答
[(3/2)^9] × [(8/9)^10] × [(3/4)^11]=[(3^9)/(2^9)] × [(8^10)/(9^10)] × [(3^11)/(4^11)]=[(3^9)/(2^9)] × {[(2^3)^10]/[(3^2)^10]} × {(3^11)/[(2^2)^11]}=[(3^9)/(2^9)] × {[2^(3×10)]/[3^(2×10)]} × ...