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Brainliest to first answer correct.
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A soda company wants to efficiently pack 6 cans of soda in one box. Each soda has the radius “r”. What is the ratio of the height of a rectangular pack (h1) to the height of a parallelogram pack (h2)?
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A. 4:2+/3
B. 4:2-/3
C. 4r:2+/3
D. 4:(2-/3)r

Brainliest to first answer correct A soda company wants to efficiently pack 6 cans of soda in one box Each soda has the radius r What is the ratio of the height class=

Respuesta :

Answer:

Option A is correct.

Step-by-step explanation:

The height of the rectangular pack is h1 = 4r

The height of the parallelogram = 2r + the height of equilateral triangles with a side of 2r

The height of equilateral triangle with a side of 2r = (side)/2*√3

=(2r)/2 *√3 = r√3

The height of the parallelogram h2 = 2r+r√3 = r(2+√3)

So,the ratio of h1 to h2 is :

4r : r(2 +√3)

Cancelling r we get

Hence, the ratio is  4 : 2 +√3

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