The area of triangle formed by joining points P(-5,0), Q(2,4) and R(3,0) is :
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Step-by-step explanation:
We know that the area of the triangle whose vertices are (x
1
,y
1
),(x
2
,y
2
), and (x
3
,y
3
) is
2
1
∣x
1
(y
2
−y
3
)+x
2
(y
3
−y
1
)+x
3
(y
1
−y
2
)∣
Given P(−1.5,3),Q(6,−2) and R(−3,4)
Therefore, area is given by
=
2
1
×[(−1.5)(−2−4)+6(4−3)+(−3)(3+2)]
=
2
1
×(9+6−15)
=0
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