A) This implies in a single minute, which is 1/210 of the full time, they might have ran 1/210 of the full distance. So the runner would have ran 26.2/210 miles per minute, which is 0.12476 miles. Rounding to the closest hundredth of a mile,They ran 0.12 miles per minute, so the unit fee is 0.12 miles per minute. B) You possibly can work out the minutes per mile utilizing the identical idea. For one mile, the runner would have ran 1/26.2 of the full time, in order that they ran 210/26.2 minutes per mile, or 8.015 minutes per mile. Rounding to the closest tenth, youd spherical down to eight.0 minutes per mile. In order that they ran 8.0 minutes per mile. 2) C) For C, the opposite runner talks about the identical fee as b), not a). It is because theyre referring to the time they took to run one mile, so the opposite runner ran 10 minutes to cowl one mile, or as they are saying, 10 minute miles, which is the speed in minutes per mile. In the event that they had been referring to the charges in a), that might indicate the opposite runner ran 10 miles per minute which could be very unlikely Hope this helped
Mainly, divide 26.2 by 210 and you will get the unit fee USE CACULATOR
Mainly, divide 26.2 by 210 and you will get the unit fee USE CACULATOR
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Reply 7
Mainly, divide 26.2 by 210 and you will get the unit fee USE CACULATOR
A) This implies in a single minute, which is 1/210 of the full time, they might have ran 1/210 of the full distance. So the runner would have ran 26.2/210 miles per minute, which is 0.12476 miles. Rounding to the closest hundredth of a mile,They ran 0.12 miles per minute, so the unit fee is 0.12 miles per minute. B) You possibly can work out the minutes per mile utilizing the identical idea. For one mile, the runner would have ran 1/26.2 of the full time, in order that they ran 210/26.2 minutes per mile, or 8.015 minutes per mile. Rounding to the closest tenth, youd spherical down to eight.0 minutes per mile. In order that they ran 8.0 minutes per mile. 2) C) For C, the opposite runner talks about the identical fee as b), not a). It is because theyre referring to the time they took to run one mile, so the opposite runner ran 10 minutes to cowl one mile, or as they are saying, 10 minute miles, which is the speed in minutes per mile. In the event that they had been referring to the charges in a), that might indicate the opposite runner ran 10 miles per minute which could be very unlikely Hope this helped
Sorry if that is unsuitable however i bought 8
Reply 7
Sorry if that is unsuitable however i bought 8
The unit fee in minutes per miles be 8.02 minutes per miles . Step-by-step rationalization: As given A runner accomplished a 26.2 mile marathon in 210 minutes. i.e 26.2 miles = 210 minutes Now calculate the unit fee in minutes per mile. Placing the worth Subsequently the unit fee in minutes per miles be 8.02 minutes per miles .
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