Asked by Help needed
According to the 2010 census data , the population of Texas was about 2.5*10^7 people. The land area of Texas is about 2.6*10^5 m^2. whats the average number of people in square miles in 2010? I think the answer is 9.6x10^12. Will someone please check my work?
Answers
Answered by
oobleck
Always do a sanity check. There are approximately 7 billion people on the earth. That's 7*10^9. So how could you have 10^12 per square mile in Texas?!?!?
people/mi^2 means divide population by area.
2.5*10^7 / 2.6*10^5 = 0.96 * 10^2 = 96 people/mi^2
you appear to have (sort of) divided the numbers, but you added the exponents, rather than subtracting.
people/mi^2 means divide population by area.
2.5*10^7 / 2.6*10^5 = 0.96 * 10^2 = 96 people/mi^2
you appear to have (sort of) divided the numbers, but you added the exponents, rather than subtracting.
Answered by
Help needed
thank you it made that much easier to understand that the answer is 9.6x10^1
Answered by
PsyDAG
It would help if you proofread your questions before you posted them.
10^1 is not area. Did you read oobleck's answer?
10^1 is not area. Did you read oobleck's answer?
Answered by
oobleck
eh, PsyDAG? The number is correct. 9.6*10^1 = 96 is the right answer in people/mi^2.
I do agree, however, that there is a typo in the question, since the area of Texas should have been in mi^2, not m^2. 96 people/m^2 would also be pretty crowded!
and "average number of people in square miles" is wrong syntax.
I do agree, however, that there is a typo in the question, since the area of Texas should have been in mi^2, not m^2. 96 people/m^2 would also be pretty crowded!
and "average number of people in square miles" is wrong syntax.
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