1)AB=3 1/2см,AD=4 2/3см,AA1=5 5/6см
AC1²=AB²+AD²+AA1²=49/4+196/9+1225/36=(441+784+1225)/36=2500/36=625/9
AC1=25/3=8 1/3см
sinC1AC=CC1/AC1,AA1=CC1
SinC1AC=35/6:25/3=35/6*3/25=0,7
2)AB=7см,AD=11см,AC=√AB²+AD²=√(49+121)=√170
cosC1AC=AC/AC1
AC1=AC/cosC1AC=√170:1/2=2√170
CC1=√AC1²-AC²=√(4*170-170)=√(3*170)=√510