I could not imagine a world without them. November 2nd, I am thankful for sweets. I love them. Sweets can make me joyful when I am upset. They make my sweet tooth go at ease. Especially Lava Cakes. November 3rd, I love my family. They push me to be the best I can be. My family supports me and always cheers me up when I am down. My family cares so much about me and will do anything for me if it is legal. I really couldn't imagine a world without them. November 4th, I am thankful for my teachers.
They might give me a lot of hassle and work to do. Yet they come through by trying to help however they can. Teachers can be funny and kind of cool. November 5th, I am thankful for my character traits.
My hard-working trait, my try to be amazing at things trait, my sweet trait, my fashion trait, and my smart trait, and my love trait. But I also am thankful for those who stick around when my bad traits come out like my sassiness, my moody trait, my sensitiveness, my grumpy trait, my angry trait over dumb things, and even my trying to be amazing at things trait because I always try to be perfect.
Thanks, friends, and family for sticking around. Arthur Bozikas has penned a memoir that is heart-breaking and gutsy, as well as being full of hope and gratitude. This book is guaranteed to lift up readers and have them believing in the resilience and transcendence of the human spirit, making it a must read for years to come.
When reaching adolescence, most teenagers want more freedom, independence and control in their lives. For Arthur, it was the opposite, as he discovered that his lifespan would only last up to adulthood. After becoming an adult, Arthur was waiting for his death. It was at the eleventh hour, at the age of twenty-one, when Arthur was introduced to a miracle treatment, but only after the damage of iron overload from all the blood transfusion was done to his body.
Grateful to be given a chance to survive for a few more years, Arthur decided to do something with his life; to get married, buy a house and also to have children, knowing he had no prospect of any future for himself. At the age of sixty, Arthur and his wife Helen celebrated their thirty-five-year marriage anniversary.
Recently we caught up with Bozikas so we could learn more about this amazing human and very talented writer. Why was you story Iron Boy one that you felt you needed to share with the world? I promised myself if I made it to the age of 40 years old, I would put it all down in writing.
I didn't know it will take me another twenty years to do it? When reading Iron Boy, the book struck me as a story on struggle, but more so about survival and endurance. How has that challenges you faced growing up helped shape you as an individual today especially as it pertains to business and entrepreneurship?
This is the first of its kind worldwide, from the prospective of a patients' point of view and not from a specialist or doctor. I wish I had something like Iron Boy when I was young and very afraid of my prospects!
As a professional CEO for over twenty years, the challenges in business is that you need to equip yourself with the right information or you are dead in the water!
People with my condition now do have my book to prepare for the future because there is one and it's up to the individual to believe! Being married for 35 years is a huge accomplishment, what is the secret to your success that you can share with younger couples looking to hopefully have the same success in their marriages?
I think if both couples feel like they can't wait to share a new idea with one another or are not prepared to go anywhere without their partner by their side, then this is the only secret that any younger couples must desire for a successful marriage! These two examples will resolve all arguments that every couples get into a marriage too or later!
From a life lesson perspective what are some of the key points that you hope others can take away from your story 'Iron Boy' and even more so what is something that you hope you leave behind to your children that you hope they can apply to their own lives?
My children have been raised to see the person, and not the disability, that they have. I would like for a life lesson that the world can refer to us as "people first" regardless the disability one has. People with a disability and not disabled people…always put "people" first. See the person and not the disability! Ask Question. Asked 10 years, 2 months ago.
Active 6 years ago. Viewed 5k times. I am quite confused on how to link up these two topics. This is what I am asking. But what does geometry even mean in higher dimensions than 3? For 2 and 3 dimensions any basic undergraduate book on Linear Algebra should do. Add a comment. Active Oldest Votes. I found a copy in my library and I am going to grab it.
Hope this helps. But I am looking for geometric interpretation on higher space. Please see here: flipkart. Sign up or log in Sign up using Google.
It deals with numbers and basic operations on them. It is the foundation for studying other branches of mathematics. Arithmetic is an elementary part of number theory. In addition to basic operations, this subject also includes more advanced operations, such as percentage, square roots, exponentiation, logarithmic functions, trigonometric functions and many more. The four basic operations addition, subtraction, multiplication and division are commonly referred to as the four arithmetic operations.
The four main properties of operations are:. Commutative Property. Associative Property. Distributive Property. Additive Identity. The order of operation is:. B:- Brackets. O: -Order. D: -Division. M:- Multiplication. A: -Addition. S: -Subtraction. Geometry is a study of shapes. It is broadly classified into two types: plane geometry and solid geometry.
Plane geometry deals with two-dimensional figures like square, circle, rectangle, triangle and many more. The various types of algebra are elementary algebra, abstract algebra, linear algebra, boolean algebra, and universal algebra.
These are named based on the problem we are able to solve through the use of algebra. In algebra, which is a broad division of mathematics, abstract algebra, or modern algebra is the study of algebraic structures including groups, rings, fields, modules, vector spaces, lattices, and algebras.
The highest level of algebra involves complex math topics of calculus, trigonometry, three-dimensional geometry, to name a few. Here algebra is used to represent complex problems and obtain the solutions for those problems. The basics of algebra include numbers , variables, constants, expressions, equations, linear equations, quadratic equations.
Further, it involves the basic arithmetic operations of addition, subtraction, multiplication, and division within the algebraic expressions.
The four basic rules of algebra are the commutative rule of addition, commutative rule of multiplication, associative rule of addition, associative rule of multiplication. The fundamental theorem of algebra states that an algebraic expression of n degree has n roots.
The easiest way to learn algebra is to know the three basics of problem representation and solving. First, the problem statement should be represented in the form of a solvable equation. Secondly, the manipulation of the values by moving the numbers across the equals to sign should be performed with ease.
Third, the arithmetic operations like addition, subtraction, multiplication, and division should be performed proficiently. Algebra helps to find the values of unknown quantities in our daily life.
The unknown quantities are represented as variables x, y in the form of an equation. Further, the equations involving arithmetic operations are solved to find the values of those variables. Quantities like speed, time, distance, currencies can be represented as variables in algebra. Solving the algebraic expressions involves three simple steps. First, identify and group the variables of the same kind. Second, transform the variable on one side and the constants on another side.
Thirdly bring all the variables of a similar kind to one side. And at last, perform the needed arithmetic operations. The four basic operations in algebra are addition, subtraction, multiplication, and division. Learn Practice Download. Algebra Algebra helps in the representation of problems or situations as mathematical expressions.
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