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A 8(3/4)-inch candle burns down in 55 hours. After how many hours will it have burned 6(1/8) inches?

User Dolcalmi
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Final answer:

To find the number of hours it would take for the candle to burn 6(1/8) inches, we can set up a proportion using the candle's burn rate. Solving for x, we find that it would take approximately 0.873 hours.

Step-by-step explanation:

To solve this problem, we can set up a proportion using the candle's burn rate. Let's call the number of hours it takes for the candle to burn 6(1/8) inches x. The proportion would be:

8(3/4) inches / 55 hours = 6(1/8) inches / x hours

Next, we can cross-multiply and solve for x:

(8(3/4) inches) * x = (55 hours) * (6(1/8) inches)

80 * 4.8x = 55 * 6.125

384x = 335.375

x ≈ 0.873 hours

Therefore, it would take approximately 0.873 hours for the candle to burn 6(1/8) inches.

User Giawa
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