Business Process Management

This season’s top styles include flattering looks for full-figured women, from basic separates to stunning plus size dresses.

Shopping for clothes that fit, wear well, work with your wardrobe and accessories — and that make you feel great can be a challenge. Clothes that aren’t up-to-date and don’t flatter your figure can undermine your confidence. With new clothes that suit you, you glow and give off a look of success. Enhance your beauty with styles that play up your best features.

With the current styles, from sleek business looks to flowing party dresses, you have an array of choices to suit every occasion and mood. Even high-powered plus-size dresses for the boardroom offer the option for softer details and a flattering fit to love your curves and make you feel beautiful.

From easy-care fabrics that give you more time for leisure, to the frilliest, softest, most romantic special occasion dresses, you can update your wardrobe to fit your curves and your lifestyle. Choosing colours and lines that flatter your colouring and make you feel confident will give you a style that others will notice. When you’re happy in your clothes, you look and feel better.

Choose necklines such as V-necks that draw the eye to your face, or romantic rounded necklines for casual and party dressing. Flared skirts offer comfort and a sassy look to take you from the office or home to a dinner out without having to change clothes. Small prints or solid fabrics and simple lines such as straight skirts and maxi dresses offer attractive options. Floral and dynamic prints — and unexpected fashion details such as belts and lower necklines — create a sensation. Enhance your wardrobe with romantic styles that you’ll love — and that feel and look great on you.

A degree in Business Management with an emphasis on Marketing will equip you with the relevant business knowledge, management skills and marketing techniques that are essential ingredients for success in helping you achieve your personal, academic and professional career aspirations.

The aim of the Business Management in Marketing Degree Program is to provide students with a broad-based curriculum that consists of a wide range of contemporary business and marketing-specific courses designed to help students develop a thorough understanding of the standards and techniques that bind the global business environment. You will also gain the practical exposure and experience needed to influence others to accomplish the tasks and challenges you face together on a daily basis.

Study Business Management in Marketing Degree Online

You can study Business Management in Marketing at the Associate, Bachelor, Masters and Certificate Level where your course work will explore the specialist functions of management. These include Accounting, Finance, Marketing, Production and Business Information Systems. Other topics covered are Economics, Quality Operations, Marketing Strategy, Marketing Data Analysis, International Marketing, Professional Marketing, Consumer Behavior, Company Law, Statistics, and Psychology, Ethics and Entrepreneurship.

The program utilizes various forms of teaching methods to disseminate the information to students such as seminars, a series of formal lectures, small tutorial groups, and problem solving workshops as well as computer-based simulations and state-of-the-art learning techniques. Students will gain additional hands-on exposure through a number of internship activities.

By adopting a relevant, rigorous and balanced approach, the courses covered throughout the program will provide you with a solid background in all the relevant tools and techniques needed to progress successfully in today’s modern business world. The program also prepares you to:

* devise, implement and manage complex marketing strategies

* develop information-based analytical decision-making skills and transform these research data into effective marketing programs

* develop proficiency in the technology tools relevant to the business environment and the application of these tools to enhance efficiency

* understand how new products are developed and branded

Careers with an Online Business Management in Marketing Degree

Depending on the level of qualification pursued, students who earn a Business Management in Marketing Degree can enjoy a host of rewarding and exciting career opportunities available within the marketing profession as well as other fields. Marketing majors can pursue middle to senior leadership positions in industrial marketing, education, health, sales, consulting and financial services. Other courses include web-based businesses, public relations, food services, advertising, government agencies, charities or political campaigns.

Marketing majors also have the option of beginning a career path as an entrepreneur, as the marketing skills you mastered in the classroom will help to model your business ideas into successful business ventures.

Average Salary with a Business Management in Marketing Degree

The average salary for graduates with a Business Management in Marketing Degree will vary significantly with the level of qualification, experience, skills, type of company and size, benefits, type of industry and location. Graduates with a Bachelor of Science (BS) Business Management in Marketing Degree working as a Marketing Coordinator or an Account Manager can earn anywhere between $38,320 and $49,691 per year, while a Marketing Researcher or Regional Sales Manager can expect a yearly salary hovering around $55,000 and $60,882.

Schools that offer an Online Business Management in Marketing Degree

Ferris State University

Leeds Trinity & All Schools University

Newcastle University

What are the pros and cons of earning an Online Business Management in Marketing Degree?

Pros

Flexibility: Most online programs schedule their online courses to accommodate the busy schedules of today’s working adults by offering day, night and weekend classes allowing them to study at their own pace depending on their learning capabilities.

Accreditation: With the rising popularity of distance learning, most organizations now recognize and accept degrees earned online, as most employees require online institutions to go through the same accreditation process as traditional on-campus institutions.

Cons

Hardware Intensive

Poor Accreditation

Lack of practical work experience as some online institutions do not provide internships

For more details kindly visit:

http://aboutonlinedegrees.org/blog/business-mgt-marketing/

Traditionally, to find the standard normal probability distribution, you must convert the normal random variable x to the standard normal distribution using the z-value formula, and then find the area under the standard normal distribution function below z. The normal probability distribution functions described earlier in this chapter shortens this process. The Standard Normal Probability Distribution has a mean of 0 and a standard deviation of 1.

NORMSDIST

If you already have a z value, or if you’ve used the z-value formula STANDARDIZE described below to find a z-value, you can use the NORMSDIST function to find the probability that a random variable x is below z standard deviations from the mean. The NORMSDIST function uses the following syntax:

=NORMSDIST (z-value)

For example, if you create furniture that needs to fit people of various heights and know that the average American adult is 5’8″ tall, and the heights are normally distributed around this mean with a standard deviation of 4″, you can find the probability that one of your customers is less than 6’2″.

To use this function, you must first convert the data to the standard normal distribution as described below under “STANDARDIZE.” Doing so returns a z value of 1.5, meaning that 6’2″ is 1.5 standard deviations above the mean. When you enter 1.5 as the z-value parameter of the NORMSDIST function, the function returns the value 0.9331.

If you want to find the probability that a person is greater than 6’2″ tall, you just subtract this value from 1. If you want to find the probability that a person is between 5’4″ and 6′, you must make a few calculations. The probability that a person is less than 6′ tall is 0.8413. This means that the probability that a person is between the mean (5’8″) and 6′ is .3413 (because the probability that a person is less than 5’8″ is 0.5). Likewise, the probability that a person is between 5’4″ and 5’8″ is .34134474. Add these together to get 0.6826.

NORMSINV

If instead of having a value and needing to find the probability that a random variable falls below it, you know the probability for the range into which a random variable must fall and need to find the value defining this range, you can use the NORMSINV function.

To use the NORMSINV function, just enter the probability (between 0 and 1, of course) and the function returns the z-value below which the probability area you entered falls. If you choose a probability less than 0.5, the function returns a negative z-value. If you enter a probability greater than 0.5, the function returns a positive z-value. The NORMSINV function uses the following syntax:

=NORMSINV (probability)

STANDARDIZE

Traditionally, to answer probability questions about a normal distribution, you first convert the distribution to the standard normal distribution. The standard normal distribution has a mean of zero and a standard deviation of 1. To convert to the standard normal distribution, you find a z value using the STANDARDIZE function in Excel. The STANDARDIZE function uses the following syntax:

=STANDARDIZE(x, mean, standard deviation)

For example, if you have a product that costs an average of $6,000 to produce and a standard deviation of $800, what percentage of the items should you expect to cost more than $6,600?

To find out, enter the function as follows:

=STANDARDIZE (6600,6000,800)

The function returns the value .75. You can then use the NORMSDIST function to find the probability or area under the curve between 0 and .75.

The z-value tells you how far (in terms of the number of standard deviations) an individual observation is from the mean. It therefore also allows you to determine whether an observation

is an outlier (unusually large or small) and therefore suspect. Z-values of less than –3 or greater than +3 are generally treated as outliers and call for closer inspection.