the measurement is not always exact and say you were to measure a football field and your measurement were to be exact it would be close to impossible
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we can only give and average, because we do NOT know that each page had the same number of problems 60/8 is 7.5, But we could guess that some pages had 8 and some had 7 problems. So if 4 pages had 7 problems and 4 had 8, then there would be 60. This may not be the only number of problems per page that add up to 60. So we really need more info!
It's doubtful that either rods or miles existed in Ezekiel's time. Some common units of length and distance in that era included the cubit, the bow shot, and the day's journey.
Well, honey, 100 cubits is equal to about 150 feet. So, if you're planning on measuring out some ancient Egyptian real estate or building an ark, now you know how many feet you'll need. Hope that helps, darling!
just come up with some real life situation, such as this. Say I am 50 and you are 25.. just pretend. So the word problem would be something like, mathdoc is twice as old as the person asking (PA for short) . That would not be enough info, so we would also need something like, Mathdoc is 25 years older than PA.. Using these two equations, we can find the intgeer answer. Can do it with temperatures, and a million other things. Get the idea?
What are some names of different kinds of Math problems