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boopster
boopster
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$30.00 how many meters

Q:
A cubic container had a volume of v^3 cubic meters. The height of the container was decreased by a whole number of meters and the width was increased by a whole number of meters so that the volume of the container is now v^3+2v^2-3v. how many meters the height decreased? how many meters the width was increased?
 


   
   
   
   
 
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Posted by:
letshavefun
letshavefun
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$20.00 Complete, precise, A+ answer

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  • Posted on May 10, 2009 at 4:00:28PM
A:
Preview: ... n:<br>V(2)=H(2)*W(2)*v => (v-a)*(v+b)*v = v^3+2v^2-3v<br>(v-a)*(v+b)*v = (v^2+(b-a)v-ab)*v = v^3+(b-a) ...

The full tutorial is about 66 words long .
Posted by:
rs04
rs04
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$15.00 ur A+ ans

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  • Posted on May 10, 2009 at 4:17:39PM
A:
Preview: ... fficient <br>y -x = 2<br>and xy = 3<br>so <br>y -x = 2<br>=> y = x + 2<br>so putting this in<br>x(x+2) =3<br>=> x^2 +2x - 3 =0<br>=> x^2 +3x - x -3 =0<br>=> x(x+3)-1(x+3)=0 ...

The full tutorial is about 185 words long .
   
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