Algebra Regents Questions
January 2009 Int Algebra Regents Questions?
I have the answer – but I'd like to see the work: one can of soup in the form of a cylinder. The APN has a volume of 342 cubic centimeters and a diameter of 6 cm. Express the height of the box in terms of cake. Also – to determine the maximum number of boxes soup that can be stacked at the base between the two racks when the distance between the shelves is exactly 36 cm. Explain answer.
Volume of a cylinder: V = pi * r * H ^ 2 We know that the diameter is 6 cm, the radius r = 3 cm. Also, as the volume is 342 cc, then you can replace 342 feet = 3 ^ 2 * H * H = 9 feet long Divide by 9 feet clear h: h = 38 m cm. Now, 38 / pi is approximately 12.095, then the heights are as follows: 1 box: about 12 095 2 boxes: about 24 190 boxes of 3: approximately 36 285, which has more than 36 years, then three boxes do not fit. The maximum number is 2 cans.
Integrated Algebra Regents Jan09 – (Part 1 e)
