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28 votes
28 votes
J(3,2)K(0,2)L(0,-5)M(3,-5)What is the area of quadrilateral JKLM?

User Mostafa Soghandi
by
2.7k points

1 Answer

12 votes
12 votes

hello, to solve your answer, we need to put this points in the cartesian plane:

Now, look at the image:

- 3 units in lenght and 7 units in height.

So, we can calculate the area multiplying the measurements of the sides.Look:


\begin{gathered} \text{Area = lenght }*\text{ height} \\ \text{Area = 7 }*\text{ 3} \\ \text{Area = 21 units} \end{gathered}

J(3,2)K(0,2)L(0,-5)M(3,-5)What is the area of quadrilateral JKLM?-example-1
User Brian Scroggins
by
3.1k points
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