A wooden garden tray with a base area of xy square inches is filled with soil up to a certain height. The tray contains (x2y + 10xy2 + 12xy) cubic inches of soil. The height of the tray is represented by the expression http://learn.flvs.net/webdav/assessment_images/educator_algebra1_v14/10_19_41.gif Which expression below is the correct simplified form of the height of the tray?

Question

anonymous · Answer

Choices:
 11xy + 12

 x + 10y + 12

 x + 10xy2 + 12xy

 x2y + 10xy2 + 12

anonymous · Answer

Someone help please D=

anonymous · Answer

An error screen appears when I click your link. Is there another type of file you could post it under?

anonymous · Answer

mhmm let me see

anonymous · Answer

http://learn.flvs.net/webdav/assessment_images/educator_algebra1_v14/10_19_41.gif

anonymous · Answer

That doesnt work?

anonymous · Answer

when I click on it, it comes up

anonymous · Answer

noone? 3rd bump -.-

anonymous · Answer

Since the volume of the garden tray is equal to the base area multiplied by the height (V=B*H), the final expression for volume is equal to xy*height.  Height is equal to the volume of the tray divided by its base (H=V/B).  To find the height, factor xy (base area) out of each term in the given expression for volume: V=(x^2)y + 10x(y^2) + 12xy=xy(x+10y+12), height=(x+10y+12).

anonymous · Answer

THANK YOU FIRST ONE TO HELP YOU ARE A LIFESAVER LOL IVE BEEN WAITING FOR AN ETERNITY

anonymous · Answer

Great! Glad I could help : )

anonymous · Answer

You are a fann