Expanding the expression:
(х+2010)(х+2011)(х+2012) = х(х+2011)(х+2012) + 2010(х+2011)(х+2012)= х(х^2 + 2011х + 2012х + 20112012) + 2010(х^2 + 2011х + 2012х + 20112012)= х(х^2 + 4023х + 20112012) + 2010(х^2 + 4023х + 20112012)= х^3 + 4023х^2 + 20112012х + 2010х^2 + 20104023х + 201020112012= х^3 + 6033х^2 + 8052х + 4023*2010
Now, we set this equal to 24:
х^3 + 6033х^2 + 8052х + 4023*2010 = 24
This equation can be simplified further by subtracting 24 from both sides and rearranging the terms.
х^3 + 6033х^2 + 8052х + 4023*2010 - 24 = 0
We can solve this equation using a numerical method, graphical method, or through factorization.
Expanding the expression:
(х+2010)(х+2011)(х+2012) = х(х+2011)(х+2012) + 2010(х+2011)(х+2012)
= х(х^2 + 2011х + 2012х + 20112012) + 2010(х^2 + 2011х + 2012х + 20112012)
= х(х^2 + 4023х + 20112012) + 2010(х^2 + 4023х + 20112012)
= х^3 + 4023х^2 + 20112012х + 2010х^2 + 20104023х + 201020112012
= х^3 + 6033х^2 + 8052х + 4023*2010
Now, we set this equal to 24:
х^3 + 6033х^2 + 8052х + 4023*2010 = 24
This equation can be simplified further by subtracting 24 from both sides and rearranging the terms.
х^3 + 6033х^2 + 8052х + 4023*2010 - 24 = 0
We can solve this equation using a numerical method, graphical method, or through factorization.