How do you write 10 to the 1.5th power?

##10^(1.5) = +-10sqrt(10)##
##10^(1.5) = 10^(3/2)##
##color(white)(“XX”)= (10^(1/2))^3##
##color(white)(“XX”)=(+-sqrt(10))^3##
##color(white)(“XX”)=(+-sqrt(10))^2xx(+-sqrt(10))^1##
##color(white)(“XX”)=10xx(+-sqrt(10))##
##color(white)(“XX”)=+-10sqrt(10)##
Sorry if I’ve overdone the details; also depending upon your instructor, only the primary root (##10sqrt(10)##) might be expected as an answer.