Jacob has four cabin bags. He wants to determine which cabin bag is the heaviest. The actual mass of the cabin bags is shown below.. . . Bag. A. B. C. D. Mass (in kg). 5.65. 5.59. 5.63. 5.60. . . If the weighing machine measures to the nearest tenth of a kg, which bag will not be the same mass as the others?. Bag A. . Bag B. . Bag C. . Bag D
To answer the question above, we just have to arrange the numbers from greatest to smallest or the other way around. For this item, I choose the latter.
5.65 > 5.63 > 5.60 > 5.59
Thus, the heaviest bag weights 5.65 kilograms and that is Bag A.
1) The answer is:
Bag A
The explanation:
when the actual mass of the cabin bags A, B, C,D are
5.65 , 5.59 , 5.63 , 5.60
So when we arrange it from the heavy bag to the light one are
A>C>D>B
So the heaviest bag is bag A
2) The answer is:
Bag A
The explanation:
when we measure to the nearest tenth of a Kg of bags:
Bag A = 5.65 to the nearest tenth of a Kg ≈ 5.7 Kg
Bag B = 5.59 to the nearest tenth of a Kg ≈ 5.6 Kg
Bag C = 5.63 to the nearest tenth of a Kg ≈ 5.6 Kg
Bag D = 5.60 to the nearest tenth of a Kg ≈ 5.6 Kg
as you see the only bag is not be the same mass as the others is Bag A