Which number is greater than 5.5 times 10-7 and less than 5.5 times 10 7
The answer is 5.2*10^3
i took the test
dang, after a year this question still isn't answered
how is this still not awnsered
chloe is right
To determine the number that is greater than 5.5 times 10^-7 and less than 5.5 times 10^7, we can start by understanding scientific notation.
Scientific notation represents numbers using two parts: a coefficient and an exponent of 10. In this case, we have 5.5 as the coefficient and -7 as the exponent of 10, which results in 5.5 times 10^-7. We also have 5.5 as the coefficient and 7 as the exponent of 10, which gives us 5.5 times 10^7.
To find a number greater than 5.5 times 10^-7 and less than 5.5 times 10^7, we need to consider the range between these two values.
First, we can find a number greater than 5.5 times 10^-7 by increasing the exponent of 10. For example, we can try 5.5 times 10^-6, which is greater than 5.5 times 10^-7.
Next, let's find a number less than 5.5 times 10^7 by decreasing the exponent of 10. For instance, we can consider 5.5 times 10^6, which is less than 5.5 times 10^7.
Therefore, a number greater than 5.5 times 10^-7 and less than 5.5 times 10^7 could be any number within the range of 5.5 times 10^-6 and 5.5 times 10^6.
If you mean
5.5*10^-7 < x < 5.5*10^7
well 1 works there
If, on the other hand you mean
5.5*10-7 < x < 5.5*10+7
55-7 < x < 55+7
48 < x < 62
so, 55 works fine there