Chemisty 101 Help
Originally Posted by krnmike,Sep 5 2009, 12:38 AM
Basically, it's the same trick over and over.
Here are some good tips:
1. the exponents like 10^2 10^3 or whatever, should be treated as minorities (keep them for last). keep them segregated for now.
2. DO THIS FIRST: multiply and/or divide the weird numbers like 7.1 3.6 7 or whatever number that is separate from "10^whatever"
Here are some good tips:
1. the exponents like 10^2 10^3 or whatever, should be treated as minorities (keep them for last). keep them segregated for now.
2. DO THIS FIRST: multiply and/or divide the weird numbers like 7.1 3.6 7 or whatever number that is separate from "10^whatever"
Originally Posted by JDM_JOE,Sep 5 2009, 12:57 AM
So on question B would my answer be .32520 x10^2 in scientific notation? If not I will post my work to find out what I did wrong.
the answer should be
3.25x10^11
scientific notation usually requires you to write the form like this:
#.## x 10^#
notice how on the left side of the decimal, there is only 1 digit.
Originally Posted by JDM_JOE,Sep 5 2009, 01:04 AM
On B I was confused on the positive and negative exponents. I subtracted them. So even if one is positive and the other is negative I add them as if they where the same?
negative exponents can be sent up or down to undo its negative sign.
(10^-2) can be 1/(10^2)
1/(10^-2) can be (10^2)
1/(10^2) = no need to change since it's already positive and simple to solve
(10^2)(10^-4) = (10^2)/(10^4)
yea it's that simple, just move it up or down to get rid of the negative sign. it just makes things easier before you start really solving it.
(10^-2) can be 1/(10^2)
1/(10^-2) can be (10^2)
1/(10^2) = no need to change since it's already positive and simple to solve
(10^2)(10^-4) = (10^2)/(10^4)
yea it's that simple, just move it up or down to get rid of the negative sign. it just makes things easier before you start really solving it.
(10^2)(10^-4) = (10^2)/(10^4)
since this is a division of exponents, you subtract the critical number "2" and "4"
like this:
10^(2-4) = 10^-2
again, you can write that as 1/(10^2) just for the hell of getting rid of the negative sign.
since this is a division of exponents, you subtract the critical number "2" and "4"
like this:
10^(2-4) = 10^-2
again, you can write that as 1/(10^2) just for the hell of getting rid of the negative sign.


