Step-by-step Solution

Sort $2m^3y^6-1\cdot 4n^9m^5y^8+1$ descending with respect to $y$

Go!
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Final Answer

$-4n^9m^5y^8+2m^3y^6+1$

Step-by-step Solution

Problem to solve:

$order\left(2m^3 y^6-1\cdot 4 n^9 m^5 y^8+1,y,1\right)$
1

Multiply $-1$ times $4$

$\mathrm{order}\left(2m^3y^6-4n^9m^5y^8+1,y,1\right)$
2

Apply the formula: $\mathrm{order}\left(x,a,b\right)$, where $a=y$, $b=1$ and $x=2m^3y^6-4n^9m^5y^8+1$

$-4n^9m^5y^8+2m^3y^6+1$

Final Answer

$-4n^9m^5y^8+2m^3y^6+1$
$order\left(2m^3 y^6-1\cdot 4 n^9 m^5 y^8+1,y,1\right)$

Time to solve it:

~ 0.04 s