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Converting Various Units: Weight, Time, Height, and Volume

Chapter 1, Problem 1.50

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QUESTION:

Carry out the following conversions:

(a) 70 kg, the average weight of a male adult, to pounds.

(b) 14 billion years (roughly the age of the universe) to seconds. (Assume there are 365 days in a year.)

(c) 7 ft 6 in, the height of the basketball player Yao Ming, to meters.

(d) \(88.6\mathrm{\ m}^3\) to liters.

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QUESTION:

Carry out the following conversions:

(a) 70 kg, the average weight of a male adult, to pounds.

(b) 14 billion years (roughly the age of the universe) to seconds. (Assume there are 365 days in a year.)

(c) 7 ft 6 in, the height of the basketball player Yao Ming, to meters.

(d) \(88.6\mathrm{\ m}^3\) to liters.

ANSWER:

Step 1 of 4

Here we have to do the following conversions.

(a) 70 kg, the average weight of a male adult, to pounds

It is known that 1 kg = 2.20462 lbs

Then 70 kg will be equal to \(=2.20462 \times 70=154.32 \mathrm{lbs}\)

Thus a 70 kg, the average weight of a male adult is equal to 154.32 lbs

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Converting Various Units: Weight, Time, Height, and Volume
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This video focuses on unit conversions and the practical use of conversion factors to translate quantities between different units. It provides clear examples of converting 70 kilograms to pounds, translating 14 billion years into seconds, changing the height of a basketball player from feet and inches to meters, and converting cubic meters to liters, illustrating the importance of this skill in various scientific and everyday scenarios.


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