View allAll Photos Tagged math
My latest piece, something a little different.
"Math is hard" December 2015.
Ink on marker paper. 11x14 inch rectangle. Mounted on indigo lokta.
Greetings mate! As many of you know, I love marrying art, science, and math in my portrait and landscape photography!
The gold 45 revolver is designed in accordance with the golden ratio! More about the design and my philosophy of "no retouching" on the beautiful goddesses in my new book:
www.facebook.com/Photographing-Women-Models-Portrait-Swim...
"Photographing Women Models: Portrait, Swimsuit, Lingerie, Boudoir, Fine Art, & Fashion Photography Exalting the Venus Goddess Archetype"
If you would like a free review copy, message me!
And here's more on the golden ratio which appears in many of my landscape and portrait photographs (while shaping the proportions of the golden gun)!
www.facebook.com/goldennumberratio/
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The dx4/dt=ic above the gun on the lingerie derives from my new physics books devoted to Light, Time, Dimension Theory!
www.facebook.com/lightimedimensiontheory/
Thanks for being a fan! Would love to hears your thoughts on my philosophies and books! :)
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Beautiful swimsuit bikini model goddess!
Golden Ratio Lingerie Model Goddess LTD Theory Lingerie dx4/dt=ic! The Birth of Venus, Athena, and Artemis! Girls and Guns!
Would you like to see the whole set? Comment below and let me know!
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I am working on several books on "epic photography," and I recently finished a related one titled: The Golden Number Ratio Principle: Why the Fibonacci Numbers Exalt Beauty and How to Create PHI Compositions in Art, Design, & Photography: An Artistic and Scientific Introduction to the Golden Mean . Message me on facebook for a free review copy!
www.facebook.com/goldennumberratio/
The Golden Ratio informs a lot of my art and photographic composition. The Golden Ratio also informs the design of the golden revolver on all the swimsuits and lingerie, as well as the 45surf logo! Not so long ago, I came up with the Golden Ratio Principle which describes why The Golden Ratio is so beautiful.
The Golden Number Ratio Principle: Dr. E’s Golden Ratio Principle: The golden ratio exalts beauty because the number is a characteristic of the mathematically and physically most efficient manners of growth and distribution, on both evolutionary and purely physical levels. The golden ratio ensures that the proportions and structure of that which came before provide the proportions and structure of that which comes after. Robust, ordered growth is naturally associated with health and beauty, and thus we evolved to perceive the golden ratio harmonies as inherently beautiful, as we saw and felt their presence in all vital growth and life—in the salient features and proportions of humans and nature alike, from the distribution of our facial features and bones to the arrangements of petals, leaves, and sunflowers seeds. As ratios between Fibonacci Numbers offer the closest whole-number approximations to the golden ratio, and as seeds, cells, leaves, bones, and other physical entities appear in whole numbers, the Fibonacci Numbers oft appear in nature’s elements as “growth’s numbers.” From the dawn of time, humanity sought to salute their gods in art and temples exalting the same proportion by which all their vital sustenance and they themselves had been created—the golden ratio.
The Birth of Venus! Beautiful Golden Ratio Swimsuit Bikini Model Goddess! Helen of Troy! She was tall, thin, fit, and quite pretty!
Read all about how classical art such as The Birth of Venus inspires all my photography!
www.facebook.com/Photographing-Women-Models-Portrait-Swim...
"Photographing Women Models: Portrait, Swimsuit, Lingerie, Boudoir, Fine Art, & Fashion Photography Exalting the Venus Goddess Archetype"
With so many lines and angles going on in this shot it's no wonder I left the math to my Dad and became an English Major. Pretty to look at ... there's a lot going on in this one taken at the Detroit Zoo on the hottest day of the year.
Model; Alee Stark. During math class we had to fly kites we made for a project. My kite broke and something happened to hers, so we just took pictures. That always solves my problems.
Patrick's office at UCLA is shared by 5 or 6 other grad students. Math PhDs believe in the curative properties of chalk.
Everytime I'm on flickr more often (like now) it's because I have so much to so and can't be arsed to do anything. So math is what I should actually concentrate on!
I needed a picture for a math PD course I am working on.... nothing like math tools in our weedy lawn.... (it's our side lawn, not the front lawn!). Can you see what the pen says?
This is my work space as I currently puzzle out math proofs for Ring Theory (i.e. abstract algebra). The notebook on the extreme left contains my calculus notes from last year; I was actually using that for my Differential Equations assignment a couple of hours ago. The proof on the paper in the middle is for showing that (a,b) = (a, b + at) for all integers t. Cool, eh?
Yeah, I like math a _little_ too much.
I began study machinery engineering...this is besides the work and means a lot of stress and learning. So there is less time for everything the next 4 years...but i try to make the best out of it! So i was freshing up my skills in maths and was sitting for long time on my table instead of going out with my cam and taking some pictures :( So i made a photostudio out of my table xD
*Taken By: Me
wolfgang.gruber © All rights reserved
Please don't use this photo in anyway without permission
My problems have been started as the school began
But I'm enjoying it!!!! :D
** Please do NOT use this photo without my permission... **
© All rights reserved to Me
p.s : COMMENT with your last pic & comment copy & paste will be delete
It really depends on what a, b, and c stand for, correct? We cannot assume equivalence.
One of a few small panels at the park at Laguna del Candado in San Juan, PR
MATH 533 Week 8 Final Exam SET 3
Purchase here
Description
1. (TCO A)Consider the following raw data, which is the result of selecting a random sample of 20 Bank Common Stocks and noting the dividend yields (as a %).
2. (TCO B) The general manager of Oak Place Mall has collected data on where each customer lives and the gender of each customer. A random sample of 500 customers was selected with the results below.
3. (TCO B)In a recent survey, 80% of the citizenry in a community favored the building of a municipal golf course. If you ask 15 citizens about this project, find the probability that
4. (TCO B) A study of homeowners in the 5th congressional district in Maryland found that their annual household incomes are normally distributed with a mean of $41,182 and a standard deviation of $11,990 (based on data from Nielsen Media Research).
5. (TCO C) Until this year, the mean braking distance of a Nikton automobile moving at 60 mi per hour was 175 ft. Nikton engineers have developed what they consider a better braking system. They test the new brake system on a random sample of 81 cars and determine the sample mean braking distance. The results are the following
6. (TCO C) You are in charge of selling advertising for radio station WQAA. The fee you can set for airtime is directly related to the share of the listening market your station reaches. From time to time, you conduct surveys to determine WQAA’s share of the market. This month, when you contacted 200 randomly selected residential phone numbers, 12 respondents said they listen to WQAA
7. (TCO D) Persons living near a smelting plant have complained that the plant violates the city’s noise pollution code. The code states that to be in compliance, noise levels are only allowed to exceed 120 decibels less than 10% of the time. You monitor the noise levels at 150 randomly selected times and found that 11 were above 120 decibels. Does the sample data provide evidence to conclude that the plant is in compliance with the noise pollution code (witha = .05)? Use the hypothesis testing procedure outlined below.
8. (TCO D)Bill Smith is the Worthington Township manager. When citizens request a traffic light, the staff assesses the traffic flow at the requested intersection. Township policy requires the installation of a traffic light when an intersection averages more than 150 vehicles per hour. A random sample of 48 vehicle counts is done. The results are as follows:
(TCO E) Management at New England Life wants to establish the relationship between the number of sales calls made each week (CALLS, X) and the number of sales made each week (SALES, Y). A random sample of 18 life insurance salespeople were surveyed yielding the data found below
(TCO E) A local realtor wishes to study the relationship between selling price (PRICE in $), house size (HOUSESIZE in square feet), lot size (LOTSIZE in acres), and number of bathrooms (BATHROOM). A sample of 10 homes is selected at random. The data is given below (in MINITAB)