Five sine theorems of high numbers
BC= root number 7 can be obtained from cosine formula, AB:AC=BD: DC can be obtained from angle bisector theorem, BD= three fifths root number 7, which is publicized by the length of angle bisector (triangle ABC angle bisector AD, D is on CB. Let AB =kBD, AC=kCD, BD=p, CD = Q. Then AD = (k *.