$$\frac{a^{10} \times b^{3} \times c^{9}}{a^{9} \times b^{6} \times c^{9}}$$ is simplified form is:​

Correct option is B

Given: 

​​$$\frac{a^{10} \times b^{3} \times c^{9}}{a^{9} \times b^{6} \times c^{9}}$$  

Concept Used:

$$\frac{a^m}{a^n} = a^{m-n}$$ , $$\frac{b^m}{b^n} = b^{m-n}$$ , $$\frac{c^m }{c^n} = c^{m-n}$$ .

Solution:  

$$\frac{a^{10} \times b^{3} \times c^{9}}{a^{9} \times b^{6} \times c^{9}} \\ \ \\ =a^{(10-9)}\times b^{(3-6)} \times c^{(9-9)} \\ \ \\ = a^1 \times b^{-3}\times c^0$$​