FNED 502 Social Issues of Education
May 24th, 2018
What "Counts" as Educational Policy? Notes
toward a New Paradigm by Jean Anyon
In her article
Jean Anyon argues that many of the urban school reforms that were employed many
years ago failed tremendously for many of our students. The policies simply do
not look at and tackle the main trouble that is affecting many communities, school
Districts in the US (poverty).
All federal and
state educational policies created and adopted sinc1900s to now, may seemed to
be a positive thing for our students. These reforms have done more harm than
good simply, because they did not and still do not address the big issue here,
poverty. The article mentions how Milwaukee tries to tackle poverty. A new in
the city. The reform was created and implemented in the city to help low income
families succeed. These low-income families received supplemental support and
health care in order to alleviate their burden. Other families were able to take
care of their family, their bills and other expenses. Many of the families felt
confident and motivation to change their lives changed. Working families got
jobs and received better wage. School-aged
children’s grades improved. Overall Many Milwaukee families now saw the light
at the end of the tunnel, if you will. New hope was in the horizon.
Unfortunately
many of our government representation do not care or do not believe that
educational success is something that can be attained (especially, in low
income inner city neighborhoods). Allocating funds to create and implement programs that will
certainly help families improving the
lives is not their priority. The articles talks about how the government wants
to privatize education/schools supposedly to improve our education system. My
point of view is that this is not an option to solve the issue. Until funds are fairly and adequately
allocated, we will continue to see how equal and equitable education for all
students will only benefit the children of wealthy families and not the children
of poor families.
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