A rectangular box has two sides whose
lengths are 3 centimeters and 9 centimeters
and a volume of 135 cm3. What is the area
of its largest side?	Answers
A) 27 cm2*square B) 36 cm2*square C) 39 cm2*square D) 45 cm2*square E) 48 cm2*square
The box has dimensions of 3 and 9 and a volume of 135, so plug these values into the   formula for the volume of a box:   V=lwh=&gt;   135=(3)(9)h=&gt;   135=27h=&gt;   5h   So the remaining dimension of the box is 5. The two longest dimensions are 5 and 9, so the   area of the largest side is 5 × 9 = 45   correct answer 45 cm2*square)45 cm2*square
<result>D</result>
A rectangular box has two sides whose
lengths are 3 centimeters and 9 centimeters
and a volume of 135 cm3. What is the area
of its largest side?