1)cosA=√(1-sin²A)=2√5/5
cosB=√(1-sin²B)=3√10/10
cosC=-cos(A+B)
=sinAsinB-cosAcosB
=√5/5*√10/10-2√5/5*3√10/10
=-√2/2
C=135°
2)a/b=sinA/sinB=√2
a=√2b
a-b=√2-1
a=√2,b=1
c=asinC/sinA=√5
1)cosA=√(1-sin²A)=2√5/5
cosB=√(1-sin²B)=3√10/10
cosC=-cos(A+B)
=sinAsinB-cosAcosB
=√5/5*√10/10-2√5/5*3√10/10
=-√2/2
C=135°
2)a/b=sinA/sinB=√2
a=√2b
a-b=√2-1
a=√2,b=1
c=asinC/sinA=√5