Questions

Hey guys need some help with some math/probability calculations. A hypothetical sports book is currently offering  a predictor game that requires players to split their prize pot between two possible...

You are going to spin a perfectly balanced pointer on a wheel with five spaces numbered 1 through 5.(See attachment)You are going to spin for five sets of fifty. The first set you are going to spin 50...

Let $Let \ r_{1}, \ r_{2},\ r_{3}\in R \ distinct.\\ Define: V_{j}=span\left\{ { \ {e ^ {r_{j}x}} , xe ^ {r_{j}x} , x^2e ^ {r_{j}x}} \right\} ,j=1,2,3,. \\ Show \ that \ for \ every \ 3 \ functions \...

Need this simple business calculus problem solved with a reason why it is true or false. Give a more simple solution if possible. Thank you 

Must show all work, this is for a discussion board which I have to show full work to receive points.

Need to show all work for problem as I have to show all work.

Need help with business calculus problem, NEED TO SHOW ALL WORK>

Let1.  $g:[0,\infty)\rightarrow \mathbb{R}$ such that  $\lim_{t\rightarrow \infty}g(t)=\infty$ 2. $f: \mathbb{R}^2\rightarrow \mathbb{R}$ continues such that for all (x,y): f(x,y) $\geq$ g($\sqrt{x^2+...

Help with this need to show all the work.

Find all the functions f that are continuously differentiable such that:$\frac{\partial f}{\partial x}-3\frac{\partial f}{\partial y}=0 $We were given a beneficial hint:define: u(x,y)= ax + by       ...

Let $V$ be the vector space of all $m \times n$ (assume $m \leq n$) matrices $M$ over a field $\mathbb{F}$ whose column space satisfies $\operatorname{colsp}(M) \subseteq W$, where $W \subseteq \mathb...

I initially assumed that there are q(x) and p(x) which continues on the interval, and I defined initial conditions. f(0)=0 and f'(0)=0. Still, I can't get to a discrepancy with the existence and uniqu...

We have only covered basic concepts so the solutions are more about proper combinatorics and permutations. As well as law of inclusion and exclusion. Provide the solutions. Also briefly explain (in la...

I was given the following exercise during an exam:A company produces two kinds of products with number of x and y pieces. They can sell the first product at a unit price p = 300 - 3x USD and the secon...

A. Find all the solutions.B. For which values of y0 does the solution defined on the entire real line not exist? What is the maximum domain in which a solution exists in this case?C. For what values o...

Let $V = R^n$ and defineU ={x∈V : x1 +x2 +···+xn =0}, W ={x∈V : x1 =x2 =···=x_nn}.Show that the following statement holds:(a)  For all $n≥2$, both U and W are subspaces of V and V = U⊕W.(b) Find an ex...

The constant product is used in decentralized finance. It is used to calculate how much someone gets of currency $Y$ when giving funds of currency $X$ into a trading pool. $X$ and $Y$ indicate the siz...

I'm taking A level mathematics and futher mathematics, but I'm struggling a little when it comes to probability. I ended up solving the question in the images, but I am unsure why my convoluted first...

I am seeking  to create a Pine Script function that determines the curvature and steepness of waves with concave down parabolas relative to their vertices. The function should be able to differentiate...

I am working on analyzing a specific segment of the sinusoidal curve, particularly the portion that is concave down. For this segment, I have two primary measurements I would like to determine: *The...

This question needs to be written in good mathematical communication and work must be shown.

I understand that when we write e = lim⁡ n→∞ (1+1/n)^n, we are identifying the number that this expression converges to as n becomes very large. However, I also know that lim⁡ n→∞(1/n)= lim⁡ n→∞(100/n...

20 Question (MC) regarding Calculus 2 Content: 6 Integration and Accumulation of Change 7 Differential Equations 8 Applications of Integration 90 Minutes Limit   Question 1Question 2Question 3Que...

  Question 1 Question 2Question 3

1 hours limit Start 2:40Content:  •7.1 Modeling Situations with Differential Equations • 7.2 Verifying Solutions for Differential Equations • 7.3 Sketching Slope Fields • 7.4 Reasoning Using Slope Fie...