SOLUTION: Multiply the radical expressions. (^3 sqrt n - 3) (^3 sqrt n - 5) A. n - 15 B. ^3 sqrt(n^2-15) C. ^3 sqrt(n^2 + 2^3) sqrt (n - 15) D. n + 2^3 sqrt(n-15)

Algebra.Com
Question 1136350: Multiply the radical expressions. (^3 sqrt n - 3) (^3 sqrt n - 5)
A. n - 15
B. ^3 sqrt(n^2-15)
C. ^3 sqrt(n^2 + 2^3) sqrt (n - 15)
D. n + 2^3 sqrt(n-15)

Answer by Alan3354(69443)   (Show Source): You can put this solution on YOUR website!
What does " ^3 " mean?

RELATED QUESTIONS

Show that n <= 1 +sqrt(2)+sqrt(3)+...+sqrt(n) <=... (answered by ikleyn)
Is this right? Sqrt M^2/N^3 = = M/N^2(Sqrt N) (answered by Earlsdon,kietra)
Prove that: ( {{{ sqrt( 1^2+2^2+3^2 ) }}} + {{{ sqrt(2^2+3^2+4^2) }}} + ... + {{{ sqrt( (answered by richard1234)
simplify sqrt(28m^3 n^5... (answered by Alan3354)
Show that 1/sqrt 1 + 1/sqrt 2 + 1/sqrt 3...+ 1/sqrt n < 2*sqrt n for all positive... (answered by venugopalramana)
please show the check for the following equation {{{n^2-2/3n=1/9}}}... (answered by edjones)
Proof by induction. Imagine that we are going to prove by induction that: (1/sqrt(1))... (answered by ikleyn)
(1/sqrt(1)) + (1/sqrt(2)) + (1/sqrt(3)) + ... + (1/sqrt(n)) >= sqrt(n), for all n E Z^+ (answered by ikleyn)
solve each equation. Round to four decimal places.... (answered by Alan3354)