Construction of a Quadrilateral When Three Consecutive Sides and Two Included Angles Are Given.
2 sides and 3...
Question
2 sides and 3 angles of a quadrilateral that is to be constructed are given. How can you find the location of the 4th point? [1 Mark]
A
Using angle and length
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B
Using only length
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C
Using two angles
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D
Using two arcs
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Solution
The correct option is C Using two angles Let’s draw a rough sketch of a quadrilateral using 2 sides and 3 angles.
Let’s start by drawing a triangle ABC using the given two sides AB, BC and one angle ∠ABC.
Now we have two angle ∠BAD and ∠BCD remaining to draw.
So, the fourth point D is located using lines made by any two angles.
[1 Mark]