A,B,C成等差数列
A+C=2B
A+B+C=3B=π
B=π/3
b²=a²+c²-2accos(π/3)
49=a²+c²-ac=(a+c)²-3ac
49=169-3ac
3ac=120
ac=40
S =(1/2)acsinB=20*sin(π/3)=10√3
A,B,C成等差数列
A+C=2B
A+B+C=3B=π
B=π/3
b²=a²+c²-2accos(π/3)
49=a²+c²-ac=(a+c)²-3ac
49=169-3ac
3ac=120
ac=40
S =(1/2)acsinB=20*sin(π/3)=10√3