Question

Grace needs to ship her package. If the volume of the package is 15,000 cm³, what is the value of 'x'?

A) x = 10
B) x = 15
C) x = 20
D) x = 25

Answer 1

Cannot determine the value of 'x' with the given information. Additional details about the package or relevant equations are required to solve for 'x'.

Step-by-step explanation:

The question asks for the value of 'x' given the volume of a package is 15,000 cm³. However, the provided references do not present a clear relationship between the volume and the value of 'x'. In the absence of further information, such as the shape of the package or additional equations involving 'x', it is impossible to determine the correct value of 'x' based solely on the information given.

Answer 2

The determination of a package's volume involves measuring its length, width, and height, as expressed by the formula V = l × w × h. The value of 'x' is closest to 25. So, the option D is correct.

Step-by-step explanation:

The determination of a package's volume involves measuring its length, width, and height, as expressed by the formula V = l × w × h.

In this particular scenario, the given volume is 15,000 cm³.

Assuming the package takes the form of a rectangular prism, the equation l × w × h = 15,000 is established.

To ascertain the value of 'x', denoting one of the dimensions, the cube root of 15,000 is computed, resulting in an approximate value of 24.46.

Consequently, the closest whole number to this cube root is 25.

Thus, the answer is D) x = 25, signifying that 'x' represents the length, width, or height dimension of the rectangular prism, and its closest whole number approximation is 25 in the context of achieving the specified volume of 15,000 cm³.

Complete Question:

Grace needs to ship her package. If the volume of the package is 15,000 cm³, what is the value of 'x', where 'x' represents the length, width, or height dimension of the rectangular prism?

A) x = 10

B) x = 15

C) x = 20

D) x = 25