Question

(6 ^ 4 * 9 ^ 2 * 25 ^ 3)/(3 ^ 2 * 4 ^ 2 * 15 ^ 6)​

Answer 1

Solve $(6^{4}*9^{2}*25^{3})/(3^{2}*4^{2}*15^{6})$

Definition:

An expression that represents repeated mulitplication of the same factor is called a power.

Step-by-step explanation:

$(6^{4}*9^{2}*25^{3})/(3^{2}*4^{2}*15^{6})\\=\frac{(6^{4}*9^{2}*25^{3})}{(3^{2}*4^{2}*15^{6})} \\=\frac{6*6*6*6*9*9*25*25*25}{3*3*4*4*15*15*15*15*15*15} \\=1$

Therefore,the solution is 1.