Joan of England, Queen of Sicily

Joan of England, Queen of Sicily About Joan of England Known for: daughter of Eleanor of Aquitaine and Henry II of England, Joan of England lived through kidnapping and shipwreck Occupation: English princess, Sicilian queen Dates: October 1165 - September 4, 1199 Also known as: Joanna of Sicily More About Joan of England: Born in Anjou, Joan of England was the second youngest of the children of Eleanor of Aquitaine and Henry II of England. Joan was born in Angers, grew up mainly in Poitiers, at the Fontevrault Abbey, and at Winchester. In 1176, Joans father agreed to her marriage to William II of Sicily. As was typical for royal daughters, the marriage served political purposes, as Sicily was looking for a closer alliance with England.   Her beauty impressed the ambassadors, and she traveled to Sicily, with a stop in Naples when Joan became ill. They arrived in January, and William and Joan were married in Sicily in February of 1177. Their only son, Bohemond, did not survive infancy; the existence of this son is not accepted by some historians. When William died in 1189 without an heir to succeed him, the new king of Sicily, Tancred, denied Joan her lands, and then imprisoned Joan. Joans brother, Richard I, on his way to the Holy Land for a crusade, stopped in Italy to demand Joans release and the full repayment of her dowry. When Tancred resisted, Richard took a monastery, by force, and then took the city of Messina. It was there that Eleanor of Aquitaine landed with Richards chosen bride, Berengaria of Navarre. There were rumors that Philip II of France wanted to marry Joan; he visited her in the convent in which she was staying.   Philip was the son of her mothers first husband. This would likely have raised objections from the church because of that relationship.   Tancred returned Joans dowry in money rather than giving her control of her lands and property. Joan took charge of Berengaria while her mother returned to England.   Richard set sail for the Holy Land, with Joan and Berengaria on a second ship. The ship with the two women was stranded in Cyprus after a storm. Richard narrowly rescued his bride and sister from Isaac Comnenus. Richard imprisoned Isaac and sent his sister and his bride to Acre, following shortly. In the Holy Land, Richard proposed that Joan marry Saphadin, also known as Malik al-Adil, the brother of the Muslim leader, Saladin. Joan and the proposed groom both objected on the basis of their religious differences. Returning to Europe, Joan married Raymond VI of Toulouse. This, too, was a political alliance, as Joans brother Richard was concerned that Raymond had an interest in Aquitaine. Joan gave birth to a son, Raymond VII, who later succeeded his father. A daughter was born and died in 1198. Pregnant for another time and with her husband away, Joan barely escaped a rebellion on the part of the nobility. Because her brother Richard had just died, she could not seek his protection. Instead, she made her way to Rouen where she found support from her mother. Joan entered Fontevrault Abbey, where she died giving birth. She took the veil just before she died. The newborn son died a few days later. Joan was buried at Fontevrault Abbey. Background, Family: Mother:  Eleanor of AquitaineFather: Henry II of EnglandSiblings:full siblings were William IX, Count of Poitiers; Henry the Young King; Matilda, Duchess of Saxony; Richard I of England; Geoffrey II, Duke of Brittany;  Eleanor, Queen of Castile; John of Englandolder half-siblings were  Marie of France  and  Alix of France Marriage, Children: husband: William II of Sicily (married February 13, 1177)child: Bohemond, Duke of Apulia: died in infancyhusband: Raymond VI of Toulouse (married October 1196)children: Raymond VII of Toulouse; Mary of Toulouse; Richard of Toulouse

Finding the Percent of Change Between Numbers

Finding the Percent of Change Between Numbers There are two methods of finding the  percent of change between two numbers. The first is  to find the ratio of the amount of change to the original amount. If the new number is greater than the old number, then that ratio is the percent of increase, which will be a positive. If the new number is less than the old number, then that ratio is the percent of decrease, which will be a negative. The first question to ask yourself when finding the percent of change with this method is: Is it an increase or a decrease? Method 1: AProblem With an Increase Say one person had $200 in a savings account last month and now has $225. Thats an increase. The problem is to find the percent of increase in  money. First,  subtract to find the amount of change: 225 - 25 200. The  increase is 25. Next, divide the amount of change by the original amount: 25 à · 200 0.125 Now, to change the decimal to a percent, multiply the number by 100: 0.125 X 100 12.5 The answer is 12.5 percent. So thats the percent of change, an increase of 12.5 percent in the savings account. Method 1: A Problem Witha Decrease Say one person weighed 150 pounds last year and now weighs 125 pounds. Thats a decrease. The problem is to find the percent of decrease in weight- the weight loss,   First, subtract to find the amount of change: 150 - 125 25. The decrease is 25. Next, divide the amount of change by the original amount: 25 à · 150 0.167 Now, to change the decimal to a percent, multiply the number by 100: 0.167 x 100 16.7 The answer is 16.7 percent. So thats the percent of change, a decrease of 16.7 percent in body weight. Method 2: AProblemWith an Increase The  second method of finding  the  percent  of change between two numbers involves finding the ratio between the new number and the original number. Use the same example for this  method of finding the percent of increase: One person had $200 in a savings account last month and now has $225. The problem is to find the percent of increase in money. First, divide the new amount by the original amount: 225 / 200 1.125 Next, to change the decimal to a percent,  multiply the result  by 100: 1.125 X 100 112.5 percent Now, subtract 100 percent from the result: 112.5 percent - 100 percent   12.5 percent Thats the same result as in method 1: an increase of 12.5 percent in the savings account. Method2: AProblemWitha Decrease Use the same example for the second  method of finding the percent of decrease: One person weighed 150 pounds last year and now weighs 125 pounds. The problem is  to find the percent of decrease in weight. First,  divide the new amount by he original amount: 125 / 150 0.833 Next, to change the decimal to a percent, multiply the result by 100: 0.833 X 100 83.3 percent Now,  subtract 100 percent from the result: 83.3 percent - 100 percent -16.7 percent Thats the same result as in method 1: a  decrease of 16.7 percent in body weight.