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hi ganesh
hi ganesh
hi silverpuma
i really like trigonometry.it is very cool but i have little problems with remembering formulas such as this one:
sin(a+b)=sinacosb+sinbcosa
15041
how do you find the eqation for all the numbers?
hi silverpuma
do you know about Wolfram MathWorld:
http://mathworld.wolfram.com/
hi again
hi ganesh
hi to both of you
I don't think that a and b habe to be pergect squares.For example the geometric mean of 21 and 1701 is 189 and it's integer.
hi silverpuma
don't mention it.glad i could help.what level are you on?
hi silverpuma
labeling lines and angles usually doesn't require anything strict.It only matters in similarity,homothety,isometric transgormations and such,because you have to know which point is a picture of which,and also if Δ ABC~ Δ CDE then it is usually understood that Δ ABC is not similar to Δ CED or DCE or DEC or ECD or EDC.
Also for labeling geometric shapes every two adjacent letters are the name of an edge of that shape.So if you have a rectangle ABCD it's the same as having ADCB or BCDA or BADC and so on...
hope this helps.
yup but i don't understand anything
it says here that it should be solved using Stolz theorem but i don't know how.
hi bobbym
that is the answer but i don't know how to get to it.
hi bobbym and gAr
I need help with this problem.
We have the series:
Find the limit:
hi ganesh
hi ganesh
hi soroban
you tell him.
the person who posted "what rubbish is this??" 'clearly' doesn't know the rules for trigonometric functions of sums.
hi gAr
I read something but not all.
Just noticed that they wrote sqrt(-1) which is incorrect.
hi zee-f
As for 19. sometimes it's easier to use these methods instead of graphing.
If in an equation you had 5/7x+3/11, then it would certainly be easier to use one of these to methods.
Just so you know the elimination method is a form of the Gaussian method which can be used not only for systems of two but also three and more equations.
hi
there are also the n-th roots of unity.The n-th root of unity are those numbers (real or complex) that on the power n gives number 1. For example:
hi ganesh
hi ganesh
Grandi's series is the infinite sum: 1-1+1-1...
What's interesting about it is that it cna have several 'values':
1. We can group the terms like this:
(1-1)+(1-1)...=0+0+0+0+0+...=0
2. We can group the terms this way:
1+(-1+1)+(-1+1)...=1+0+0+...=1
3. The final way that I know of is to have s be equal to the sum:
s=1-1+1-1...
s=1+(-1+1-1...)
s=1-(1-1+1-1...)
s=1-s
2s=1
s=1/2
which is quite an unusual answer.
http://en.wikipedia.org/wiki/Grandi's_series
hi ganesh