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Mathematics 50 Online
girlypop:

how do I do scientific notation ? I'm actually clueless -_-

Earfquake:

so basically the number you're doing it for move the decimal either left or right until the decimal is in the spot that leaves you with a number wit the correct amount of sig figs then however much u moved it is however much u put in the exponent and positive or negative exponents depends on which way u moved it

Earfquake:

i think...

Earfquake:

LIKE say 460000

Earfquake:

itd be like \[460000\rightarrow4.6\times10^4\]

Earfquake:

idek dude actually you should probably not listen to me cuz ik how to do it just not explain it :3

girlypop:

@earfquake wrote:
idek dude actually you should probably not listen to me cuz ik how to do it just not explain it :3
oh thanks anyway. I appreciate your time and effort. :>

Earfquake:

@girlypop wrote:
@earfquake wrote:
idek dude actually you should probably not listen to me cuz ik how to do it just not explain it :3
oh thanks anyway. I appreciate your time and effort. :>
of course im sorry if this wasnt any help lol

girlypop:

@earfquake wrote:
@girlypop wrote:
@earfquake wrote:
idek dude actually you should probably not listen to me cuz ik how to do it just not explain it :3
oh thanks anyway. I appreciate your time and effort. :>
of course im sorry if this wasnt any help lol
nahh its alright, not like its your fault I'm slow at math -_-

Earfquake:

i hope you find someone to explain it better sorry :c

girlypop:

@earfquake wrote:
i hope you find someone to explain it better sorry :c
its ok

Earfquake:

@earfquake wrote:
itd be like \[460000\rightarrow4.6\times10^4\]
HELP AND IT WOULDNT BE 10^4 EITHER ITD BE LIKE 10^5 HELP LOL

Earfquake:

AHHH

girlypop:

@earfquake wrote:
AHHH
?

Extrinix:

Basically how scientific notation is, is multiplying a number by 10 to a power, so that the decimal places are "shifted". Let's take a power of 5, for example. \(3.1415926\ \times\ 10^{5}\) This, when converted, shifts the decimal place to the \(right\) 5 numbers. \(3.1415926\ \times\ 10^{5}\ \rightarrow\ 3\color{red}{14159.}26\) Same goes for negative powers, except they shift to the \(left\) n numbers. Examples: \(3.1415926\ \times\ 10^{3}\ \ \ \rightarrow\ 3\color{red}{141.}5926\) \(3.1415926\ \times\ 10^{2}\ \ \ \rightarrow\ 3\color{red}{14.}15926\) \(3.1415926\ \times\ 10^{-2}\ \rightarrow\ \color{red}{0.0}31415926\) \(3.1415926\ \times\ 10^{-3}\ \rightarrow\ \color{red}{0.00}31415926\)

girlypop:

thx

Extrinix:

No problem, if you have any more questions just ask!

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