How do you write #6.3 times 10^-4# in expanded form?

1 Answer
Carol L. · Stefan V.
Apr 17, 2018

#0.00063#

Explanation:

The way that I think of it is, is that the power is #-4#. Therefore, you need one fewer zeros than that power before your actual number... sorry this isn't making any sense! I'll give examples:

#4*10^-3 -># the power is a #3#, so you need #2# zeros before your number #= 0.004#

#1.7*10^-5 -># the power is a #5#, so you need #4# zeros before your number #= 0.000017#

#8.16*10^-11 -># the power is an #11#, so you need #10# zeros before your number #= 0.0000000000816#

Hope this makes some sort of sense!

Related questions
See all questions in Scientific Notation
Impact of this question
5948 views around the world
You can reuse this answer
Creative Commons License