If A= -11/7 B= 4/9 C= -5/18
Verify A+(B+C) = (A+B)+C
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1
Answer:
Both sides are equal
Step-by-step explanation:
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Answered by
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Answer:
Let point(0,7,−10),(1,6,−6) and (4,9,−6) be denoted by A,B and C respectively
AB=
(1−0)
2
+(6−7)
2
+(−6+10)
2
=
(1)
2
+(−1)
2
+(4)
2
=
1+1+16
=
18
⇒AB=3
2
BC=
(4−1)
2
+(9−6)
2
+(−6+6)
2
=
(3)
2
+(3)
2
=
9+9
=
18
⇒BC=3
2
CA=
(0−4)
2
+(7−9)
2
+(−10+6)
2
=
(−4)
2
+(−2)
2
+(−4)
2
=
16+4+16
=
36
=6
Here AB=BC
= CA
Thus the given points are the vertices of an isosceles triangle
Step-by-step explanation:
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