SOLUTION: 13. G is inversely proportional to the square of a. If a = -3 when g = 9, find two values for a, which will make g equal 25.
A. ±5/9
B. ±45
C. ±95
D. ±3/9
E. ±9/5
F. Â
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-> SOLUTION: 13. G is inversely proportional to the square of a. If a = -3 when g = 9, find two values for a, which will make g equal 25.
A. ±5/9
B. ±45
C. ±95
D. ±3/9
E. ±9/5
F. Â
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Question 1197997: 13. G is inversely proportional to the square of a. If a = -3 when g = 9, find two values for a, which will make g equal 25.
A. ±5/9
B. ±45
C. ±95
D. ±3/9
E. ±9/5
F. ±9/3
14. The density (d) of a substance is inversely proportional to the volume (v), of the sample. The proportionality (k), represents the mass of the sample. If aluminum has a density of 2.71, What would be the mass of a 20 cubic centimeter sample?
A. 54.2 grams
B. 10 grams
C. 1/10 grams
D. 540 grams
E. 1/54 grams
F. 1/20 grams Answer by ewatrrr(24785) (Show Source):
You can put this solution on YOUR website! 13. G is inversely proportional to a^2
9*(-3)^2 = 25a^2
81/25 = a^2
± 9/5 = a
E. YOur answer
14.The density (d) of a substance is inversely proportional to the volume (v), of the sample
If aluminum has a density of 2.71 grams/cm^3, What would be the mass of a 20 cubic centimeter sample?
2.71 = k/20 }
54.2grams = k(mass)
