Question

Please help please and thank you

Answer 1

`\large\boxed{(8g^6)/(23h^3)}`

Explanation:

`((h)/(23g^2))/((h^4)/(8g^8))=(h)/(23g^2):(h^4)/(8g^8)=(h)/(23g^2)\cdot(8g^8)/(h^4)\\\\=(8)/(23)\cdot(h)/(h^4)\cdot(g^8)/(g^2)\\\\=(8)/(23)\cdot(h\!\!\!\!\diagup)/(h^(4\!\!\!\!\diagup^3))\cdot(g^(8\!\!\!\!\diagup^6))/(g^(2\!\!\!\!\diagup^1))\\\\=(8)/(23)\cdot(1)/(h^3)\cdot(g^6)/(1)\\\\=(8g^6)/(23h^3)`