Feminist Theories and The Position of the Modern Woman Essay

Feminist Theories and The Position of the Modern Woman - Essay Example However, the various feminist theories differ, to a large extent, on the sources and types of inequality suffered by women, how to tackle these inequalities and achieve equality or the extent to which gender and sexual identities should be questioned. Obviously, as with every ideology, political movement or philosophy, no single definition or idea would adequately reflect what feminism stand for (Tong, 1989). Nonetheless, despite the various differences within the rank of the feminists' movements, over the last couple of decades, their analysis and ideas have greatly contributed to society and social theory and thus have greatly improved the lives of women. Several aspects of private life associated with male/female social relationships have experienced changes and many parts of social life have been transformed as a result of the work of feminism. Although, some people argue that there is still along way to go before equality is attained between men and women, everyone agree to the fact that major changes have been experienced towards such equality in the society (Burt and Dorney, 1993). Somehow, men and women through their social actions and interactio... een very useful in that, they tend to address the practical issues faced by women in their daily living and interaction with the society (Sydie, 1987). Feminists' theory views women in the society and addresses practical issues that are of concern to them, focussing on these from the perspective, experiences, and viewpoint of women. Feminist theorists tend to be women who theorize about their own experiences and interaction, they are concerned with the everyday lives and experiences of women and their social interactions, and often connected to women's groups, social reform, and broad social and political movements, organizations, and institutions. The concern of feminism appears to be three-fold; the first concern is perhaps, the recognition of women as full fledged social actors in the social world, this is because, though women have always been part of the social world, several theoretical perspectives often did not recognize them as such. The second concern of feminism involves analyzing the difference between biology and the social, the difference usually associated with sex (in biological terms) and gender (in the social world). Most feminist theories seek to explain that the status, role and position of the woman was socially constructed and not natural or unchangeable. The third concern of feminism is the male/female inequality; the oppression and domination of women, and how to overcome it (Tong, 1989; Lerner, 1994). Feminism is usually broadly divided into the Liberal, Socialist, Radical, Marxist, and Patriarchy theories due to the connection these theories have with other social theories and also the strategies and ideas proposed by the theory for tackling the problems faced by women in the society and the ways for pursuing equality. Although, it should be

This is about my math class Essay Example | Topics and Well Written Essays - 750 words

This is about my math class - Essay Example This paper will focus on a specific function in three variables. In order to make our discussion systematic, we shall divide the discussion into three cases, one for each value or range values of the given parameter. The function in focus is given by, (1) where b is the parameter of the given function. Let us first consider the trivial case in which b is equal to zero, giving us (2) . Figure 1 shows a sketch of the graph of this function. As seen from the graph, it is simply a quadric surface, generated by a parabola on the xz plane, moved along the y-axis. When taking the implicit characterization of the graph on the xyz space, we see that we come up with a line on the y-axis. Fig. 1. Graph of . Next, we take the case in which b is greater than zero. The graph of this function is an elliptic paraboloid, with the standard form , illustrated in Figure 2. Figure 2. Graph of . The elliptic paraboloid is a quadric surface, with a distinctive â€Å"nose-cone† appearance. Horizontal sections of this graph turn out to be ellipses while vertical sections are parabolas, hence its name. When b is equal to one, that is, the standard form given here, horizontal sections are actually circles. Narrower ellipses are generated when b is less than 1 and wider ones are formed when b is greater than 1. Suppose we want to find the tangent plane of this function at the point (1,2). Recall that to find the equation of the tangent plane to the surface at the point , we first need to get partial derivative of f with respect to x and the partial derivative of f with respect to y and plug in the values to the formula of the tangent plane which is (3) . And so we get, Thus, the equation of the tangent plane is, Figure 3 illustrates a sketch of the graph of the function with the corresponding tangent plane at (1,2). The saddle and extremum points of the function are at the origin. Fig. 3. Graph of with tangent plane at (1,2), having the equation The last case that we will consider is when b is less than zero. Again, for the sake of simplicity, let us take the case when b is equal to -1 and make our generalizations from that case. Figure 4 shows the graph of , which is a hyperbolic paraboloid. As with the elliptic paraboloid, such a graph got its name because its horizontal sections are hyperbolas while its vertical sections are parabolas. Fig. 4. Graph of . Taking the same steps in the previous section to find the tangent plane to the graph at (1,2), we have the following calculations. Thus, the equation of the tangent plane is, Figure 5 illustrate the tangent plane of the function at (1,2). Fig. 5. Graph of with tangent plane at (1,2), having the equation The saddle point of the given function is located at the origin, and the extremum is also at the origin. In conclusion, the function generates three different kinds of graphs on the xyz space depending on the value of the parameter b. The surface generated may either be a parabola moved along the y axis whe n b is zero, an elliptic paraboloid when b is positive, or a hyperbolic paraboloid when b is negative. Traces on the two dimensional plane may be inferred from the names of their graphs, with the trace on the horizontal plane denoted by the