直线方程为y+1=k(x-2),即:kx-y-(2k+1)=0
令F(x,y)=kx-y-(2k+1)
∴F(-3,4)·F(3,2)≤0
∴[k(-3)-4-(2k+1)]×[3k-2-(2k+1)]≤0
∴(k+1)(k—3)≥0
∴k≤-1或k≥3
直线方程为y+1=k(x-2),即:kx-y-(2k+1)=0
令F(x,y)=kx-y-(2k+1)
∴F(-3,4)·F(3,2)≤0
∴[k(-3)-4-(2k+1)]×[3k-2-(2k+1)]≤0
∴(k+1)(k—3)≥0
∴k≤-1或k≥3