Graduation Under AB 167/216 | Transitional Age Youth
Mục Lục
What is AB 167/216 Graduation?![](data:image/jpeg;base64,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)
You can receive a high school diploma if you:
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Transfer after your second year of high school;
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Are behind on credits and off track for graduation;
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Complete state graduation requirements (130 credits);
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Pass the CAHSEE; and remain in high school for four years.
How do I know if I can graduate under AB 167/216?
Step 1. Your new school must review your transcripts from your previous schools.
Step 2. Using this information, your new school must decide if you are eligible for AB 167/216 graduation.
Step 3. Within 30 days of transferring, your school must provide you, your education rights holder, and social worker with a decision, in writing, about your eligibility. Keep this document in case you transfer schools. If you are 18, you are your own education rights holder.
Step 4. If you are eligible, only your education rights holder can decide whether you should graduate under AB 167/216. Your school cannot force you to graduate under AB 167/216.
If eligible, should I graduate under AB 167/216?
PROS
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Receive a regular high school diploma
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Graduate on time with classmates
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May be eligible to attend community college for free
CONS
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Usually not eligible to apply directly to a four year university
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Inappropriate for youth with low academic skills
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No longer eligible for extra-curricular high school activities, including sports
What are the state graduation requirements?
You must complete the following 130 credits:
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English: 30 credits
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Math: 20 credits
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Social Sciences: 30 credits
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Science: 20 credits
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Visual/Performance Arts or Foreign Language: 10 credits
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Physical Education: 20 credits