A) 8 sq. units
B) 10 sq. units
C) 12 sq. units
D) 16 sq. units
Correct Answer: C
Solution :
The coordinates of the vertices B.C.E and D are \[(3,7),\]\[(6,7),\]\[(6,3)\]and \[(3,3)\] respectively. |
Now, \[BC=\sqrt{{{(6-3)}^{2}}+{{(7-7)}^{2}}}=\sqrt{9+0}=3\]units |
and \[CE=\sqrt{{{(6-6)}^{2}}+{{(9-7)}^{2}}}=\sqrt{0+16}=4\] units |
\[\therefore \]Area of rectangle |
\[=\text{ length}\times \text{breadth = BC}\times \text{CE}\] |
\[=3\times 4=12sq.\] units |
So, option [c] is correct |
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