Free Essays on Stimulation

â€Å"Promises To Keep† â€Å"Promises to Keep,† written by Katherine Karr offers encouragement and advice to families who have to put loved ones in nursing homes. Few are prepared for the shock of the placement into the institution, and families are not aware of the emotional effort needed to put forth so that that elderly feel comforted and maintain dignity throughout this vital change. Katherine explains the process through first hand experience with her grandmother. These care facilities provide the duty of looking after elderly persons who can no longer take of themselves or by their family. The role of families in nursing homes should be to â€Å"oversee and share equitability in the nursing home experience† by working cooperatively with staff. Yes, this staff is genuinely nice but they are paid to be like that, nothing can replace love between family members. The family must find the right nursing home by determining the amount of financial resources available, which will determine the status of the nursing home. The five methods of financing nursing homes are personal financial resources, private insurance, veteran’s benefits, Medicare, and Medicaid. Guidebooks usually help a family determine this. From here on you must place the elderly person’s needs above your own to ensure them dignity and care. Karr’s grandmothers life was dedicated to family caring until it came time for the family to care for her. The last years spent in a nursing home were unexpectant to her grandmother but accepted due to her age and family devotion to comforting her. Nursing homes receive a lot of bad press, but efficiency and care should be an obligation. What Karr learned from this was that â€Å" the special emphasis on the emotional, physical, mental, and spiritual needs of a fragile population need to be addressed and she hopes this book will help future people faced with the challenges of nursing homelife.† Deterioration of the elderl... Free Essays on Stimulation Free Essays on Stimulation â€Å"Promises To Keep† â€Å"Promises to Keep,† written by Katherine Karr offers encouragement and advice to families who have to put loved ones in nursing homes. Few are prepared for the shock of the placement into the institution, and families are not aware of the emotional effort needed to put forth so that that elderly feel comforted and maintain dignity throughout this vital change. Katherine explains the process through first hand experience with her grandmother. These care facilities provide the duty of looking after elderly persons who can no longer take of themselves or by their family. The role of families in nursing homes should be to â€Å"oversee and share equitability in the nursing home experience† by working cooperatively with staff. Yes, this staff is genuinely nice but they are paid to be like that, nothing can replace love between family members. The family must find the right nursing home by determining the amount of financial resources available, which will determine the status of the nursing home. The five methods of financing nursing homes are personal financial resources, private insurance, veteran’s benefits, Medicare, and Medicaid. Guidebooks usually help a family determine this. From here on you must place the elderly person’s needs above your own to ensure them dignity and care. Karr’s grandmothers life was dedicated to family caring until it came time for the family to care for her. The last years spent in a nursing home were unexpectant to her grandmother but accepted due to her age and family devotion to comforting her. Nursing homes receive a lot of bad press, but efficiency and care should be an obligation. What Karr learned from this was that â€Å" the special emphasis on the emotional, physical, mental, and spiritual needs of a fragile population need to be addressed and she hopes this book will help future people faced with the challenges of nursing homelife.† Deterioration of the elderl...

Negative Slope and Negative Correlation

Negative Slope and Negative Correlation In mathematics, the slope of a line (m) describes how rapidly or slowly change is occurring and in which direction, whether positive or negative. Linear functions- those whose graph is a straight line- have four possible types of slope: positive, negative, zero, and undefined.  A function with a positive slope is represented by a line that goes up from left to right, while a function with a negative slope is represented by a line that goes down from left to right. A function with zero slope is represented by a horizontal line, and a function with an undefined slope is represented by a vertical line. Slope is usually expressed as an absolute value. A positive value indicates a positive slope, while a negative value indicates a negative slope. In the function y 3x, for example, the slope is positive 3, the coefficient of x. In statistics, a graph with a negative slope represents a negative correlation between two variables. This means that as one variable increases, the other decreases- and vice versa. Negative correlation represents a significant relationship between the variables x and y, which, depending on what they are modeling, can be understood as input and output, or cause and effect. How to Find Slope Negative slope is calculated just like any other type of slope. You can find it by dividing the rise of two points (the difference along the vertical or y-axis) by the run (the difference along the x-axis). Just remember that the rise is really a fall, so the resulting number will be negative. m (y2 - y1) / (x2 - x1) Once the line is graphed, youll see that the slope is negative because the line will go down from left to right. Even without drawing a graph, you will be able to see that the slope is negative simply by calculating m using the values given for the two points. For example, the slope of a line that contains the two points (2,-1) and (1,1) is: m [1 - (-1)] / (1 - 2)m (1 1) / -1m 2 / -1m -2 A slope of -2 means that for every positive change in x, there will be twice as much negative change in y. Negative Slope = Negative Correlation A negative slope demonstrates a negative correlation between the following: variables x and yinput and outputindependent variable and dependent variablecause and effect Negative correlation occurs when the two variables of a function move in opposite directions. As the value of x increases, the value of y decreases. Likewise, as the value of x decreases, the value of y increases. Negative correlation, then, indicates a clear relationship between the variables, meaning one affects the other in a meaningful way. In a scientific experiment, a negative correlation would show that an increase in the independent variable (the one manipulated by the researcher) would cause a decrease in the dependent variable (the one measured by the researcher). For example, a scientist might find that as predators are introduced into an environment, the number of prey gets smaller. In other words, there is a negative correlation between number of predators and number of prey. Reals A simple example of negative slope in the real world is going down a hill. The further you travel, the further down you drop. This can be represented as a mathematical function where x equals distance traveled and y equals elevation. Other examples of negative slope demonstrate the relationship between two variables: Mr. Nguyen drinks caffeinated coffee two hours before his bedtime. The more cups of coffee he drinks (input), the fewer hours he will sleep (output).Aisha is purchasing a plane ticket. The fewer days between the purchase date and the departure date (input), the more money Aisha will have to spend on airfare (output).John is spending some of the money from his last paycheck on presents for his children. The more money John spends (input), the less money John will have in his bank account (output).Mike has an exam at the end of the week. Unfortunately, he would rather spend his time watching sports on TV than studying for the test. The more time Mike spends watching TV (input), the lower Mikes score will be on the exam (output). (In contrast, the relationship between time spent studying and exam score would be represented by a positive correlation, since an increase in studying would lead to a higher score.)