$$P\left(X=x\right)=\left\{ \begin{array}{rl} 0.02 & X=0\\ 0.03 & X=1\\ 0.2 & X\in\left\{ 2,\,5\right\} \\ 0.25 & X\in\left\{ 3,\,4\right\...
Published: Sep 06, 2026
Either in undergraduate or graduate textbooks on Mathematics (Real/Complex Analysis, General Topology, Differential Geometry, ...), I never saw symbols $\...
Published: Sep 06, 2026
A list of $10$ positive integers has a mean of $11$, a median of $10$ and a unique mode of $7$. What is the largest possible value of an integer in the li...
Published: Sep 06, 2026
Consider the function: $$f(x) = \frac{1}{x^2+10}$$ Find the first three non-zero terms of the Taylor series of
Published: Sep 06, 2026
The book says there should be a quadratic formula, but I don't understand how to solve it. I have: $\pm 6.0 = \sqrt(\frac{36 - 4(4.0)( \pm 7.04)}{14....
Published: Sep 06, 2026
I know about the sum and difference formula but I can't think of two values which will be able to use for sin(65). Therefore, I come to the question:...
Published: Sep 06, 2026
My studies into graphs and models following examples from Khan Academy has helped me on my goal to learn how to chart and model via the quadratic formula....
Published: Sep 06, 2026
I did a BSc in Theoretical Physics, meaning that a lot of my time was spent deriving equations, making hand-wavy arguments, and arriving at solutions with...
Published: Sep 06, 2026
I am trying to do a double integral over the following region in polar coordinates: I know that the limits of integration are: $$\theta = -\frac{\pi}{2} \...
Published: Sep 06, 2026
I have the following inequality that I need to find all solutions of: $2x^3-8x > 5x^2-20$ My guess is that you would have to turn this into a polynomia...
Published: Sep 06, 2026