Answer:
1/(11 x^(9/2) y^4 z^5)
or
sqrt(x)/ 11 x^5 y^4 z^5
Step-by-step explanation:
1/ sqrt(121x^9y^8z^10)
Lets simplify the denominator
sqrt(121x^9y^8z^10)
Break it into pieces
sqrt(121) sqrt(x^9) sqrt(y^8) sqrt(z^10)
11 sqrt (x^8) sqrt(x) y^4 z^5
11 x^4 y^4 z^5 * sqrt(x)
Putting this back in
1
----------------------------
11 x^4 y^4 z^5 * sqrt(x)
But we dont want a sqrt root in the denominator
Multiply by sqrt(x)/sqrt(x)
sqrt(x)
----------------------------
11 x^4 y^4 z^5 * sqrt(x) sqrt(x)
sqrt(x)
----------------------------
11 x^4 y^4 z^5 * x
sqrt(x)
----------------------------
11 x^5 y^4 z^5
