The base of a right pyramid is an equilateral triangle with area 16√3 cm^2. If the area of one of its lateral faces is 30cm^2, then its height (in cm) is:

A)√(739/12) B)√(209/12) C)√(611/12) D)√(643/12)

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The base of a right pyramid is an equilateral triangle with area 16√3 cm^2. If the area of one of its lateral faces is 30cm^2, then its height (in cm) is:

A)√(739/12) B)√(209/12) C)√(611/12) D)√(643/12)

Admin Asked question