An example of an absolutely continuous f: [0,1] -> ℝ with infinitely many points at which f is not differentiable?
Now what I had in mind was weierstrass function which says that f(x) = Sum (n=0 to infinity) of 1/2^n cos(3^n x) and is continuous everywhere but the derivative exists nowhere...
Hi guys I have a doubt.
How can I prove that
(∫ (from 0 to pi) sin^7 xdx)(∫ (from 0 to pi) sin^(7/6) xdx)^6 is at most 128
But how can I prove that the lower bound of this expression is (pi/2)^7I think is a very interesting and not an easy question so any ideas? A guidance or something...
Yeah that's exactly what I don't remember the "(1 + r)^-n" part :/
I need to solve for n because it represents the number of month it would take me to payoff a loan... Is for a project that I'm doing... It's a one mor detail I would add to my loan calculator.. So I need to use the formula as n=...
help me out... I am trying to solve for n
p=x*(1-(1+r)^n)/r
so far I know p*r=x*(1-(1+r)^-n)
then (p*r)/x=(1-(1+r)^n)
but then i get lost... help!
thanks!
How can i calculate how many months it would take me to pay off a debt if I only make the minimum payment?
let say I ow 5000 my interest rate is 6.4% my payment rate is 2% so If i calculate my minimum payment I know it be 100 more or less but I i just pay that minimum how many month it would...
Re: Measure... Geometrically?
The unique positive regular measure on B(R^2) such that for all f in C_c(R^2) λf= ∫_R^2 f dµ
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The unique positive regular measure on B(R^2) such that for all f in C_c(R^2) λf= ∫_R^2 f dµ
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λf=∫(from R to Riemann) f(tt)dt...
Hi I built this code that runs well. Is about calculating a student loan... The problem is that I wish I could create a table that will tell me in each column "payment number", "remaining balance", "interest amount", "principal amount" Can you help me do this? I am new to python and this is not...
This is part 2 of a question... I already solved part 1 but I can't seem to be able to solve this one.
Interpret the measure √2 μ geometrically?
Any ideas... This is from real analysis class
Thanks in advance!
Consider the functional Tf = f(5) - i f(7). If we take the domain T to be C_0(ℝ) with supremum norm, is T a bounded linear functional?
What if we take the domain to be C_c(ℝ) with L^2 norm || . ||_2?I know I should post what I have so far but this time I have no idea because I had to missed 2...
Hello this is Julia.
I wanted to build a model with a probability problem with the following.
Consider the intersection of two roads controlled by a traffic light. The model should consider probabilistic the arrival of automobiles in each direction. Then evaluate how you would set the timing...