...Ada Lovelace was born in 1815, and died in 1852 from cancer. Ada Lovelace was the daughter of a famous poet Lord Byron and Anabella Millbank, who also enjoyed math. Ada’s parents were divorced right after she was born and was never able to meet her estrange father. However, her father corresponded with her mother on her upbringing. Anabella Millbank, Ada’s mother, did not want her daughter to be a poet like her father and did everything possible, pushed Ada night and day, to learn mathematics. Even though Ada’s fond interests were elsewhere, her mother diminished those interests until Ada grew a fondness of math, by no choice of her own. At an early age Ada met with Charles Babbage in London, and with that Ada first learned of the Difference Engine. This is when Ada Lovelace’s eyes grew with enormous content, interest, and enthusiasm of the invention, which was later known as the Analytical Engine. In her twenties, Ada married her husband (several years her age) Earl William King and soon after, she bore three children. After having her children she became engrossed and focused on the formulation of the Analytical Engine, which took several years of extensive work, which she loved. Ada composed a “plan for how the engine might calculate Bernoulli numbers. This plan is now regarded as the first “computer program” (Larry Riddle, p. 1). Ada became ill and was diagnosed with cancer of the uterus and died at an early age, like her father, right after her accomplishments. Ada’s achievement...
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...Ada Lovelace was born in London on December 10th, 1815. Her parents were Lord George Gordon Byron and Lady Anne Isabella Milbanke Byron. They didn’t have a happy relationship, and Lady Byron separated from her husband weeks after Ada was born. A few months later, Lord Byron left England, and Ada never saw him again because unfortunately he died in Greece when Ada was 8 years old. Later on in her life, Ada’s mother hired tutors to teach her science and math. She believed that if Ada engaged in these, it would prevent her from developing her father's moody and unpredictable temper. In 1835, Ada married William King. They had three children together. Ada's health suffered after a case of cholera in 1837. Doctors gave her painkillers and her personality...
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...Ada Augusta King Augusta Ada Byron was born on December 10, 1815 in London, England to the poet George Gordon Noel Byron and w3ife Anna Isabella Milbanke. Ada was the only legitimate child of her parents. It was rumored that Ada’s father Lord Byron fathered a child by his half-sister, Augusta Leigh, whom Ada was named after. Several months after Ada’s birth her mother took her and left her father, filed for separation and left England for good. Ada’s father never saw her again. It was years later before Ada would have any contact with her sister, Medora Leigh, the daughter of Byron’s half-sister Augusta Leigh. Ada and Medora were told by Ada’s mother that Byron was Medora’s father. Ada’s mother taught her music and mathemathics at an early age and home schooled her as well. Ada also received tutoring in mathemathics and science from William Frend, William king, and Mary Somervilleand Augusta De Morgan. In 1932, Mary Somerville, noted researcher and scientific auther of the 19th century introduced Ada to Charles Babbage and later to her husband. Ada began studying and documenting on Babbage calculating machine, the Analytical Engine. She published the first in-depth paper on programming a computer. In 1935, at the age of 19 Ada married William King, later becoming the first Earl of Lovelace, in which she gained the title the Countess of Lovelace. The couple had three children, sons Byron Noel, Ralph Gordon, and daughter Anne Isabella. Ada became an expert on Babbage’s...
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...Ada Lovelace, born as Augusta Ada Byron, was a genius mathematician. She is known for writing the instructions to the first computer program in the mid 1800’s. Ada created so many computer techniques, and is the first computer programmer. Ada’s parents, Lord George Gordon Byron and Lady Anne Isabella Milbanke did not have a very happy marriage. Lord Byron left England a few months after separating from his wife, and Ada never saw her father again. He then died in Greece when Ada was 8 years old. Ada had an unusual childhood, as an aristocratic girl. Ada's mother forced her to sit still. Lady Byron believed this would help Ada develop self control. Even though such subjects were not common for women to learn in the 1800’s, Ada had tutors...
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...Ada Lovelace was the first women and person to write a computer program. Her efforts and work has been a real inspiration to both females and males around the world. Young people look up to her because how young she was when she accomplished many things. Ada Lovelace is a woman I look up to because she tried to challenge herself, was very passionate about the things she did, and her perseverance. First of all, Ada Lovelace was a person who really challenged herself to try things to reach her full potential. Ada Lovelace had many tutors and would study many hours each day to expand her knowledge. This shows that she would really push herself and try to understand many different things. This is because her mother knew that she had potential...
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...Augusta Ada Byron was born in London on December 10, 1815 and died in Marylebone on November 27, 1852. Augusta Ada Byron goes by Ada Byron, Ada King (her married name), and The Countess of Lovelace because her husband William King inherited a noble title. Ada King’s home life was not the best. Her mother was Lady Anne Isabella Milbanke Byron, and her father was a famous poet named Lord George Gordon Byron. Her parents split up only a few months after she was born. It made it hard on her mother having to provide for both of them on one income. Her father moved out of the country when him and Ms. Byron split up. Also, Lord Byron died in Greece when his daughter was only eight. With that being said, Lord Byron was not able to watch his amazingly...
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...Have you ever wondered who wrote computers codes, who made games possible, and who made it possible for me to write this story? I can tell you the answer to that question the answer is Ada Lovelace. Ada wrote the first published code and experimented with computers. Birth Ada Lovelace entered the world on December 10, 1815 in London. She was the daughter of the famous poet Lord Byron and Anne Isabella Milbanke. she was from a privileged family and received private tutoring just like her mother and did not attend public schools. She studied a range of subjects, but most importantly, she studied math more than anything else which influenced her love for coding and mathematics. The first code. At the age of 17 she met Charles Babbage. Charles...
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...with falling in love or falling in lust. However, in the book love is one thing that Ada and Inman have down pat. From the time that Ada lays eyes on Inman she is in love. Often times we hear people say “They are not really in love they are just lustful”. Lust means you think you are in “love” with somebody but you actually don’t love him or her whole heartily. Inman and Ada are main characters in the book and they truly fall in love with each other. The book jumps back and fourth between Ada and Inman telling the story. Ada’s dad was a minister who moved himself and Ada to Cold Mountain from Charleston. In Charleston Ada became very educated. However, Ada had no common life skills like working, or taking care of herself. When Ada and Inman see each other...
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...#include #include typedef struct Node { int data; struct Node *next; }node; void insert(node *pointer, int data) { /* Iterate through the list till we encounter the last node.*/ while(pointer->next!=NULL) { pointer = pointer -> next; } /* Allocate memory for the new node and put data in it.*/ pointer->next = (node *)malloc(sizeof(node)); pointer = pointer->next; pointer->data = data; pointer->next = NULL; printf("Successfully inserted.......\n"); } int find(node *pointer, int key) { pointer = pointer -> next; //First node is dummy node. /* Iterate through the entire linked list and search for the key. */ while(pointer!=NULL) { if(pointer->data == key) //key is found. { return 1; } pointer = pointer -> next;//Search in the next node. } /*Key is not found */ return 0; } int update(node *pointer, int key, int new_key) { pointer = pointer -> next; //First node is dummy node. /* Iterate through the entire linked list and search for the key. */ while(pointer!=NULL) { if(pointer->data == key) //key is found. { ...
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...*) X and Y founded company Z in February 1982 in order to develop and sell the ‘PostScript page description language’. The company is named after a Creek in Los Altos, California, which ran behind the houses of both of the company's founders. Find X, Y and Z. Answer Z-> Adobe Systems Pvt Ltd X, Y -> John Warnock, Charles Geschke *) Who is credited with the idea of using punch cards to control patterns in a waving machine? a. Pascal b. Hollerith c. Babbage d. Jacquard *) Which of the following company is called Big Blue? a. IBM b. Compaq Corp c. Microsoft d. Tandy Svenson *) In 1983, which person was the first to offer a definition of the term 'computer virus’? a. Smith b. Cohen c. Norton d. Mcafee *) 10 industry professionals who came from Cambridge Technology Partners, Lucent Technologies and Wipro started Company X in 1999. X crossed USD 100 million in revenues in April 2006 & has been involved in the creation of Bluetooth technology and is an Associate Member of the Bluetooth Special Interest Group. Name X. Answer X -> Mind Tree Ltd. [http://thetechquiz.blogspot.in/] *) What is common to these weird sounding names? •Toffili •Fredkin •Hadamard •CNOT Answer Quantum Logic Gates / Operators *) In 2000, the Clay Mathematical Foundation, in the footsteps of David Hilbert, proposed a prize of $ 1 million for solving seven of the biggest unsolved mathematical problems. These include the holy grail of computing, first posed by Steve...
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...SEGi University American Degree Program IPS 100 U.S Government Spring 2013 Sarah Shakeera Sharani SCM The U.S Government should not ban abortion. 27th February 2013 Contents Introduction…………………………………………………………………………. 3 The dilemma………………………………………………………………………… 4 The Ideology………………………………………………………………………… 5 Conclusion…………………………………………………………………………... 8 Reference……………………………………………………………………………. 10 Introduction The issue on abortion has always been a world-renowned issue that is highly debated among the government, the liberals and the conservatives. The battle between choosing order or freedom has been a question that many cannot answer as the pros and cons in this issue are at an equal balance. An individual’s moral and religious view are questioned when it comes to this issue as well as a women’s right to choose. The two groups that come into play in this issue is those who supports the pro-life movement and those who supports the pro-choice movement. The pro-life movement is against abortion because they believe that the unborn child has to right to choose whether to be born and the mother does not have the right to terminate a life. The pro-choice movement supports abortion because they believe that a mother should be given the right to choose whether or not to bring a life into this world. Whatever the reason it may be for an individual to choose between being against and supporting abortion, the decision to ban abortion is in the hands of the government...
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...Full proposal DESIGN OF LNG NETWORKS Summary Motivation and goals LNG will become a prime fuel for ships and trucks in the foreseeable future. The European Union and national governments have outlined their policies, and many companies are preparing for a transition period towards intensive use of LNG. There is a strong need in industry for the development of the building blocks needed to develop their business cases. We develop these building blocks, some business cases, as well as methods for planning and control of the logistics in LNG synchromodal transportation networks. Activities / work packages I. LNG supply chains and synchromodal transport networks: providing an identification of markets and demand to serve, economic and sensitivity analyses, definition of logistical requirements and options for synchromodal transportation. II. Multi-modal inventory-routing problems: deriving tools to enable an efficient and effective supply to distribution points in the network through synchromodal operations. III. Direct delivery multi-modal transportation problems: deriving decision tools to enable efficient direct ship-to-ship refuelling at sea. Expected results: The main objective is to derive solution approaches to design LNG synchromodal transportation networks and tools for planning of transportation and replenishment operations to enable accessibility and efficient usage of this type of fuel for all modes of transport. Market identification, demand forecasts, economic...
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...CMIS102 Homework Assignment 1 (Worth 13% of your grade) Student Name: Class/Section: CMIS 102 Professor Name: Assignment due date: 03 November 2013 Problem definition: Calculate the usable area in square feet of house. Assume that the house has a maximum of four rooms, and that each room is rectangular. A. Problem Analysis – Following the directions in the assignment, clearly write up your problem analysis in this section. a. What is the required output? i. Total square feet of the house. TotalSquareFeet b. What is the necessary input? i. Length of each room. Length# ii. Width of each room. Width# iii. Square feet of each room. SquareFeet# c. How will we obtain the required output from the given input? i. SquareFeet# = Length# x Width# ii. TotalSquareFeet = SquareFeet1 + SquareFeet2 + SquareFeet3 + SquareFeet4 d. Variable names and definitions. i. TotalSquareFeet = The total square feet of the house. ii. Length# = The length of the room with the corresponding number. iii. Width# = The width of the room with the corresponding number. iv. SquareFeet# = The total square feet of the room with the corresponding number. B. Program Design – Following the directions in the assignment, clearly write up your problem design in this section and comment your pseudo code. ...
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...TRƯỜNG HỢP ÁP DỤNG 01 Mất kiểm soát Với việc thu hồi trên toàn thế giới của một số 8.000.000 xe ô tô và 51 ca tử vong mà Mỹ điều chỉnh nói đã được gây ra bởi sự thất bại cơ khí trong xe hơi của mình, Công ty ô tô Toyota phải đối mặt với một cuộc khủng hoảng công ty của proportions.58 epic gì đã xảy ra tại công ty xe mà cuối cùng đã đạt được những danh hiệu các nhà sản xuất xe hơi lớn nhất thế giới? (Nó đã vượt qua General Motors trong năm 2008) . Những yếu tố nào góp phần vào sự lộn xộn nó bây giờ tìm thấy trong chính nó ? Tại cốt lõi của Toyota sản xuất sức mạnh là hệ thống sản xuất Toyota (TPS), mà từ lâu đã được mời chào và tôn kính như là một mô hình hiệu quả của doanh nghiệp và chất lượng. Bốn nguyên tắc quản lý (mô hình 4P) là cốt lõi của TPS và nhân viên hướng dẫn: giải quyết vấn đề, con người và các đối tác, quá trình, và triết học. Ý tưởng đằng sau những nguyên tắc này là "Good Thinking Means Good Products ." Taiichi Ohno, một giám đốc điều hành Toyota trong thời gian dài, được ghi nhận rộng rãi như là một thiên tài sáng tạo đằng sau TPS. Trong những năm 1950, Ohno, cùng với một lõi nhỏ của giám đốc điều hành khác Toyota, phát triển một số nguyên tắc hiệu quả xe làm đó đã trở thành những gì bây giờ được gọi là sản xuất tinh gọn và quản lý hàng tồn kho chỉ trong thời gian. "Ý tưởng của Ohno không chỉ thay đổi ngành công nghiệp ô tô, họ đã thay đổi sự sản xuất cuối thế kỷ hai mươi." Tại cốt lõi của khái niệm này là sự chú ý đến chi tiết và một "tính tiết kiệm cao quý."...
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...Федеральное государственное бюджетное образовательное учреждение высшего профессионального образования РОССИЙСКАЯ АКАДЕМИЯ НАРОДНОГО ХОЗЯЙСТВА И ГОСУДАРСТВЕННОЙ СЛУЖБЫ ПРИ ПРЕЗИДЕНТЕ РФ ИНСТИТУТ БИЗНЕСА И ДЕЛОВОГО АДМИНИСТРИРОВАНИЯ | ФАКУЛЬТЕТ МЕЖДУНАРОДНОГО БИЗНЕСА И ДЕЛОВОГО АДМИНИСТРИРОВАНИЯ Groupe Ariel S.A. Case Artyom Kirillov Polina Dzyuba Moscow 2011 Groupe Ariel S.A. : Parity Conditions and Cross-Border Valuation Question 1 There are two ways to compute the projects NPV. The first approach is to calculate it in Mexican Pesos and then change the resulting figure into Euros at the spot rate of MXN15.99/EUR. Note that the discount rate that we have used was the yield on the long-term peso-denominated corporate bonds. Below is the screenshot showing how we have done this. Computing NPV in Mexican Pesos (resulting NPV in Euros is 138,902) Question 2 The second approach is to transfer each cash flow from Mexican Pesos into Euros using the future rates (e.g. in year 5 we use the rate for this particular year rather...
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