Self-Made Company Community-Based Facility In Prince

Self Made Companycommunity Based Facility Located In Prince Georges C

Self-made company Community based facility-Located in Prince George’s County, Maryland Affordable products Healthy and Nutritional Ingredients Discounts for multiple family members/added members Our mission is to provide highly refreshing boost of energy, while providing the body with the healthy nutrients All-natural fruits, vegetables, and herbs No added sugars or preservatives All locally home-grown ingredients and planted seeds for the herbs Non-concentrated, no chemicals or bi-products All ages can use this SAC Provides a soothing relief LinkedIn, Facebook, Google+, Pinterest, Tumblr, Wikipedia, YouTube, Twitter, Yelp, Flickr, Snapchat, Instagram, Second Life, WordPress, and Zoom Info (just to name a few), are all part of the exploding growth of social media.

Using any of these sites will provide our clients with social information related to their prescription orders. New platforms are created in order to gain connection with our seniors and the outside experts. By way of hospitals, nursing homes, community meetings, outreach programs, billboards, blogging, commercials, flyers, churches, and by word of mouth, SAC will move around the neighborhood like a family member. There is no other supplemental energy beverage that compares to SAC and its’ ingredients Social media provides all types of people a way to communicate with the world. Targets a wide audience Promotes a healthier immune system Prescriptions can be ordered online or picked up locally Improves memory and gives energy back quickly Unknown product Potential legal ramifications Currently, only one owner Only one facility Unknown side affects Venita Doggett-MBA/CEO-owner of Poody’s Funland Daycare Dr.

Stacey Pew, PH.D-consultant (specialization in herbal and natural medicines) Tantaria Davis-Treasurer Come visit us A strategic sales promotion plan for SAC is to encourage current and future clients to keep coming back by offering a discount on multiple family members, who purchase our products or visit the establishment. Whether it be multiple family members at once or after a family member has expired or no longer is receiving chemotherapy or radiation. Veterans will receive a special sales promotional rate, as well as those that need minimal amounts of care. By 2022, we plan to be able to expand Joint ventures with family and friends Allow other business owners to join forces Hire more staff Healthier products-due to findings or lack of findings throughout the last two years of first opening Providing a socially active environment that is conducive to senior living will allow for them to keep their brains on point.

With the newest technology and equipment, seniors will be able to order from Facebook, Twitter, Snapchat and many other sites that allows them access to do so. 2014 Abrams, R. Successful Business Plan Secrets & Strategies. Palo Alto: Planning Shop. 2017 Nonalcoholic Beverage Market Analysis By Product (CSD, Fruit Beverages, Bottled Water, Functional Beverages, Sports Drinks), By Distribution Channel, And Segment Forecasts, . (2017, October).

Retrieved from Grand View Research Jennings, M.M. (2018). Business: Its Legal, Ethical, and Global Environment. Boston: Cengage Learning. MATH 211 Spring 2020 Written Assignment 4 Due: Wednesday, March 18 (in class, before the lecture begins). Instructions: Attempt all questions.

You should provide appropriate justification for your answers and refrain from using formulae/results that lie outside the course content; unsubstantiated answers will not receive full credit. 1. [10] Let L: R2 → R2 be the linear operator that reflects vectors about the line with equation ax + by = 0, where a and b are unspecified real numbers (with ab 6= 0). (a) [5] Find a formula for the standard matrix [L] (the entries of your matrix should be expressed in terms of a and b). (b) [5] Give a geometric explanation of why [L] is invertible, and then find [L]−1. 2. [10] Let A =   1 1 2 −5 −1 0 3 −   (a) [2] Find a basis of the row space of A. (b) [5] Find a basis of the null space of A. (c) [3] Find rank(AT ), and then find nullity(AT ). 3. [10] Consider the vectors ~v1 =   1 2 −1 1   ,~v2 =   1 3 −1 1   ,~v3 =   8 19 −8 8   ,~v4 =   −6 − −6   ,~v5 =     ,~v6 =     (a) [7] Find, with justification, a subset of {~v1,~v2,~v3,~v4,~v5,~v6} that forms a basis of the subspace S of R4 spanned by these six vectors. (b) [3] Express each of the vectors ~v1,~v2,~v3,~v4,~v5,~v6 as a linear combination of the elements of the basis you found in (a). Justify your answers. 4. [8] Let A and B be nà—n matrices. (a) [4] Show that Null(B) ⊆ Null(AB). (b) [4] Show that if A is invertible, then the reverse inclusion Null(AB) ⊆ Null(B) also holds (and so Null(AB) = Null(B)). 5. [14] Consider the 3 à— 3 matrix A =     (a) [6] Show that A is invertible and compute its inverse A−1. (b) [4] Express A as a product of elementary matrices. (c) [4] Use A−1 to solve the system of equations x + 3z = a 2x + 3y + 4z = b x + 2z = c where a, b, and c are unspecified real numbers (no points will be awarded if A−1 is not used). 6. [8] Let ~xT = (x1, x2, ..., xn) be a row vector in Rn, and A be an nà—m matrix. Show that ~xT A is a linear combination of the rows of the matrix A.