The return of the "How are you today?" thread

BloodyScalpel said:
it only works for ² and ³ though :p

and those problems are solved when you split the numbers and the powers of ten, like this, and remembering that you can only add numbers together when they multiply 10 to the same power:

(46.15 + 183.035)(7.14*10^-7)/(8.12*10^-3 + 7.77*10^5)=

(46.15*7.14*10^-7 + 183.035*7.14*10^-7)/(8.12*10^-3*10^8*10^-8 + 7.77*10^5)

the red thing is actually 1, so i can multiply stuff by it and it won't change a thing

so

(46.15*7.14*10^-7 + 183.035*7.14*10^-7)/((8.12*10^-8)*10^5 + 7.77*10^5)
=
(46.15*7.14*10^-7 + 183.035*7.14*10^-7)/((0.0000000812)*10^5 + 7.77*10^5)
=
(46.15*7.14*10^-7 + 183.035*7.14*10^-7)/((7.7700000812)*10^5)

now the top part....it already has equal powers so I just have to calculate the expression's value.

(46.15*7.14*10^-7 + 183.035*7.14*10^-7)/(7.7700000812*10^5)

=

(329.511*10^-7 + 1306.8699*10^-7)/(7.7700000812*10^5)

=
1636.3809*10^-7/(7.7700000812*10^5)

Now just divide the powers of 10 and the numbers.

1636.3809*10^-7/(7.7700000812*10^5)
=
210.60243023154217055325299241646*10^-7*10^-5
=
210.60243023154217055325299241646*10^-12

=
2.1060243023154217055325299241646*10^-10

=~2.11*10^-10

Piece of piss :)

And actually, when you sum up two numbers with very different greatness orders (like 10^5 and 10^-3) you may consider the smallest one as zero.

Happy wanking.


WTF
 
BloodyScalpel said:
it only works for ² and ³ though :p

and those problems are solved when you split the numbers and the powers of ten, like this, and remembering that you can only add numbers together when they multiply 10 to the same power:

(46.15 + 183.035)(7.14*10^-7)/(8.12*10^-3 + 7.77*10^5)=

(46.15*7.14*10^-7 + 183.035*7.14*10^-7)/(8.12*10^-3*10^8*10^-8 + 7.77*10^5)

the red thing is actually 1, so i can multiply stuff by it and it won't change a thing

so

(46.15*7.14*10^-7 + 183.035*7.14*10^-7)/((8.12*10^-8)*10^5 + 7.77*10^5)
=
(46.15*7.14*10^-7 + 183.035*7.14*10^-7)/((0.0000000812)*10^5 + 7.77*10^5)
=
(46.15*7.14*10^-7 + 183.035*7.14*10^-7)/((7.7700000812)*10^5)

now the top part....it already has equal powers so I just have to calculate the expression's value.

(46.15*7.14*10^-7 + 183.035*7.14*10^-7)/(7.7700000812*10^5)

=

(329.511*10^-7 + 1306.8699*10^-7)/(7.7700000812*10^5)

=
1636.3809*10^-7/(7.7700000812*10^5)

Now just divide the powers of 10 and the numbers.

1636.3809*10^-7/(7.7700000812*10^5)
=
210.60243023154217055325299241646*10^-7*10^-5
=
210.60243023154217055325299241646*10^-12

=
2.1060243023154217055325299241646*10^-10

=~2.11*10^-10

Piece of piss :)

And actually, when you sum up two numbers with very different greatness orders (like 10^5 and 10^-3) you may consider the smallest one as zero.

Happy wanking.

you're a math-fanatic right :p?
 
lol, leandro is oldschoolmath god :p
I'd use my calculator for it :lol: My math is alot different than this stuff tho, learn methods so we can use them for other, useful classes.
 
So is mine, that doesn't count as maths :) It's just stuff we use all the time in physics so I'm quite acquainted with it.

I'm actually learning calculus involving functions with multiple variables(triple integrals are dah shisnitzz), linear algebra, and some stuff about diferential equations...
 
Yea same here. I'm done with lineair algebra, which proved it's use in calculating forces etc. I've had a course on differential equations aswell, but failed the it last year :p I'm gonna be using those alot aswell tho I'm afraid. Using Fourier stuff now aswell, that's the part I do understand, it's easy :p I'm having my fourth course calculus now aswell, passed the first 3, now we've had 2 weeks of the 4th part and finished triple integrals and all the nonsense aswell. You happen to use the book called "Calculus" aswell? :p