Answer:
Step-by-step explanation:
3^3\times \:64\times \:81t^8\times \:18\times \:4^2\times \:3^5t^3
3^3\times \:64\times \:81t^8\times \:18\times \:4^2\times \:3^5t^3
=3^3\times \:64\times \:3^4t^8\times \:3^2\times \:2\times \:4^2\times \:3^5t^3
=3^{14}\times \:4^2\times \:64\times \:2t^8t^3
=3^{14}\times \:4^2\times \:64\times \:2t^{11}
=9795520512t^{11}
