In 1991 Mike Powell set the world long-jump record with a jump of 29 feet 4 inches. Which of the following is closest to the length of the jump expressed in meters? Note: 1 inch = 2.54 centimeters
Mike Powell's world long-jump record of 29 feet 4 inches is closest to 8.95 meters.
To convert the jump distance from feet and inches to meters, first convert the entire measurement to inches, then to centimeters, and finally to meters. The calculation reveals that 29 feet 4 inches is approximately 8.95 meters.
This choice is less than the calculated value of 8.95 meters. When converting 29 feet 4 inches to meters, the value exceeds this option, making it an incorrect approximation of the long jump distance.
This is the correct conversion of 29 feet 4 inches into meters. The conversion is done by first calculating the total inches (29 * 12 + 4 = 352 inches) and then converting to centimeters (352 inches * 2.54 cm/inch = 895.28 cm), which is equivalent to 8.95 meters when converted to meters (895.28 cm / 100 = 8.95 m).
This choice exceeds the actual converted distance of 8.95 meters. While it is a possible distance in a long jump context, it does not reflect the accurate conversion of Mike Powell's record.
This option is significantly higher than the actual jump distance. It is not a reasonable conversion of 29 feet 4 inches and suggests an erroneous calculation or misunderstanding of the metric conversion process.
The accurate conversion of Mike Powell's long-jump record from feet and inches to meters is 8.95 meters. This value is derived from a systematic conversion process, ensuring precision in representing his achievement in metric units. Other choices do not align with the correct measurement and illustrate the importance of accurate unit conversion in athletics.
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