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Is the number a "big" number or a "little" number?
@Mertsj Little
"Little" numbers have negative exponents when written in scientific notation so that narrows our choices to B and D
So its B? cause theres 7 zeros.
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Notice that \[10^{-7} = 1 \times 10^{^{-7}}\] and \[10^{-6}= 1 \times 10^{-6}\]
Where is the decimal point in the number "1" ?
No 0
If the decimal point is not written, it is always at the end of the number so 1 is the same as 1.
So, if you have the number 1 you would have to move the decimal point to the left to end up with .0000001
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How many places to the left would it have to be moved?
Oh so 10^-6
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