TSD Memphis

Thu04172014

Upcoming Symposium Focused on Helping Black Male Teens

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" alt="Upcoming Symposium Focused on Helping Black Male Teens">

More than 400 thought leaders in education, child advocates, researchers and policymakers from across the nation gathered in Washington, D.C., last week to discuss strategies to close opportunity gaps for the 1.8 million Black teenagers, ages 15–19, living in the United States.

Co-sponsored by Education Testing Service (ETS) and the Children's Defense Fund (CDF), the symposium, Black Male Teens: Moving to Success in the High School Years, focused on highly effective programs that help prepare Black male teens for college, work and productive lives.

"Only 52 percent of Black males graduate from high school in four years, compared with 78 percent of White males," said Michael Nettles, senior vice president of ETS's Policy Evaluation Research Center. "One in four African-American students attends a dropout factory — a high school where the senior class consists of less than 60 percent of the freshmen who enrolled four years earlier."

"Ensuring a quality education for all children is the unfinished business of the Civil Rights Movement. American schools are failing Black young men, leaving them unprepared for college and career opportunities. Schools with 90 percent or more students of color spend $733 less per student per year than schools with 90 percent or more White students," said Marian Wright Edelman, founder and president of CDF. "Our nation can ill afford to continuously lose talented students and our future leaders because we failed to act."

While highlighting data from a statistical profile of this key population distributed at the event, Nettles told attendees, "Over the course of his or her lifetime, a single high school dropout costs the nation approximately $260,000 in lost earnings, taxes and productivity. And while the national unemployment rate stood at 8.1 percent in August 2012, joblessness among those without a high school degree measured 12 percent."

The symposium highlighted effective practices schools and communities should focus on to ensure the success of Black males in high school:

• Providing rigorous high-quality curriculum and instruction for college and career readiness
• Establishing safe, positive, supportive and welcoming school environments
• Creating opportunities for youth to build skills and capital for college and career success outside of the classroom

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