The dimensions of a box are measured to be 18.4 inches by 17.92 inches by 26 inches. the volume of the box can be found
4 answers
Question:
The dimensions of a box are measured to be 18.4 inches by 17.92 inches by 26 inches. the volume of the box can be found by multiplying these three dimensions. what is the volume of the box expressed to the correct number of significant figures?
Answers
-
The volume of the box is 8.6 x 10³ inch³ correct to 2 significant figures.
Explanation:-
The dimensions of a box are measured to be 18.4 inches by 17.92 inches by 26 inches.
We need to find the volume of the box.
We are told that the volume of the box can be found by multiplying these three dimensions.
Thus volume of the box = 18.4 inches x 17.92 inches x 26 inches.
= 8572.928 inch³
= 8.6 x 10³ inch³ correct to 2 significant figures.
The answer will be correct to 2 significant figures because 26 has just 2 significant figures.
The answer is 8572.93 in.
The volume of the box is 8.6 × 10³ in².
V = lwh = 26 in × 18.4 in × 17.92 in = 8.6 × 10³ in²
Note: The answer can have only two significant figures because that is all you gave for the length of the box.
Volume = product of dimensions
so,
volume = 18.4x17.92x26
volume = 8572.9
therefore, the volume of the box is 8572.9in³ i.e, option c
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