if ABCD is a square and A=(1,5) B=(4,9)
1)find C&D
2) equation of line AB,BC,CD,AD.
3)equations of diagonals
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Answer:
Here is your answer
Step-by-step explanation:
IF ABCD is a square and A =(1, 5) and B =(4, 9)
- Then,
A =(x, y) =(1, 5)
B =(x1, y1) =(4, 9)
C =(x2, y2)
x2=(x+x1) /2
=1+4/2
=5/2
x2=5/2
y2= (y+y1)/ 2
=(5+9)/2
=14/2
=7
y2=7
C =(x2, y2) =(5/2,7)
B =(x1, y1)=(4, 9) & C =(x2, y2) =(5/2,7)
D =(x3, y3)
x3 = x1+x2/2
= 4+5/2 /2
=9/1
=9
x3=9
y3=y1+y2/2
=9+7/2
=16/2
=8
y3=8
D = (x3, y3) = (9,8)
2) Equation of line AB, BC, CD and AD
I don't know the equation of line AB,BC,CD,AD
3) Diagonals bisects each other.
Bye gn
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