If the slope of a straight line is Tana, then its inclination angle is a

If the slope of a straight line is Tana, then its inclination angle is a


The inclination angle must be between 0 ° and 180 ° and a may not be between 0 ° and 180 ° in the case of slope k = Tan a~



If the Tana of a straight line, then the inclination angle of the straight line is a
Is that right? Why?


If the Tana of a straight line, then the inclination angle of the straight line is a-_ -||If the slope of a straight line Tan a, then the inclination angle of the straight line is a



In the linear function y = KX + B, when K1 = K2, B1 is not equal to B2; K1 = K2, B1 = B2; K1 + K2 = 0, B1 = B2; K1 + K2 = 0, B1 + B2 = 0; K1 = K2, B1 + B2 = 0
What's the relationship between position and quantity? Urgent!


When K1 = K2, B1 is not equal to B2
Straight line parallel
k1=k2 b1=b2
Line coincidence
k1+k2=0 b1=b2
Two lines are symmetric about the Y axis
k1+k2=0 b1+b2=0
Two lines are symmetric about X axis
k1=k2 b1+b2=0
Two lines are symmetrical about the center of the origin



The position relation of the line y = K1X + B1 parallel to y = k2x + B2: (1) two lines parallel: K1_____ K2 and B1 ≠ B2; (2) two lines intersect: K1___ k2
How to write it?


(1) Two lines parallel: K1__ =___ K2 and B1 ≠ B2; (2) two lines intersect: K1_ ≠__ k2