5 alasan bagaimana sikap dan perilaku menghargai dan menghormati sesama jawaban untuk kelas 3 SD

You can solve this by setting up ratios that when cross-multiplied cancel out the units. For example, having a value with a unit of miles in the numerator and seconds in the denominator multiplied by a value with a unit of seconds in the numerator and minutes in the denominator would cancel out the seconds and leave you with a ratio of miles over minutes.
You can convert seconds to minutes (if seconds was on the bottom of a fraction) by multiplying by the number of seconds in a minute over one minute. **** Multiply the numerators and denominators separately, cross out canceled units, and simplify if needed. "Crossed out" units are in italics. Units that are kept are in bold.
2+(1/3) miles ** x 60 seconds * *x 60 minutes = 8400 miles 1 *second *1 *minute *1 **hour **1 hour
8400 miles per hour

Answered by a386 | 2024-06-10

(2 1/3 miles/sec)*(3600 sec/hr) = 8400 mph . . . this is just using dimensional analysis to convert units

Answered by Anonymous | 2024-06-10

To convert the rocket's speed of 2 3 1 ​ miles per second to miles per hour, first convert it to an improper fraction 3 7 ​ miles per second. Then, multiply by 3600 seconds (the number of seconds in an hour) to get a speed of 8400 miles per hour. Thus, the rocket's speed is 8400 miles per hour.
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Answered by a386 | 2024-10-09

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Answered by sukamatematik0 | 2025-07-19