Prove Angle in Semicircle is Right Angle Dot Product Vectors Application - EDEXCEL - GCSE

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#vectors_MCV4U #vectors_IBmath #vectors_application #vector_geometry #MCV4U_Vectors #vectors_edexcel #vectors_gcse #vectors_dotproduct #vectors_crossproduct #MCV4U_Vectors #edexcel #vectors
  1. Anil Kumar
  2. MCV4U
  3. Calculus
  4. vectors
  5. calculus and vectors
  6. grade 12
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Комментарии
Автор

Thank you so much for posting this video. This is such a great help in my assignment right now. Keep on posting solutions like this.

djestrada
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i understand better in this formula by this video...thak u soo much sir for better understanding

budmusicalworld
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Thanks for the help. Great guide on how to tackle this proof.

AffinityGaming
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Thank you! your vid was really helpful.

Beinglilas
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yay thank you u are so cool thank you I understand this qn now

seraphinechuah
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BA. AND CA FORMS ANGLE IN VERTICALLY OPP DIRECTION THEY CANNOT FORM ANGLE WHERE TWO VECTORS MEET SO HOW THIS IS POSSIBLE

sampritsingha
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I think AC and BC must be equal to vector a+vector c ..Nd vec. c+vec.b

bhatfaizu
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you should also make a video of ‘‘How to teach students maths’’

rockyrocky