Brown v. Board of education began the civil rights movement in 1954 when the Supreme Court unanimously ruled that racial segregation in schools was unconstitutional. The supreme court had previously ruled in Plessy vs. Ferguson that public facilities and schools are allowed to be segregated as long as they were separate but equal. In 1954 however, Brown served the Board of Education of Topeka, Kansas because his daughter Linda Brown was denied entrance into an all white school. Brown said the schools for black children were not equal to those of white children and cited the 14th Amendment which states that States cannot "deny to any person within its jurisdiction the equal protection of the laws." The supreme court combined this case with other cases dealing with school segregation and ruled on all of them under Brown v. Board of Education of Topeka. Marshall was the chief attorney for the plaintiffs, and he later became the first African American on the Supreme Court. The Court ruled that segregated schools are "inherently unequal," and decided that African American students were being "deprived of the equal protection of the laws guaranteed by the 14th Amendment."
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)
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rockwell](data:image/jpeg;base64,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)
Affirmative Action was enacted by John F Kennedy with executive order 10925 and furthered the civil rights movement. |
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