find the area of the quadrilateral ABCD,where AB =9cm, BC =10cm,CD =12cm,Da=11cm
Answers
Answered by
7
The quadrilateral you were talking about is Trapezoid/Trapezium

Click image for proof.
Click image for proof.
Attachments:

JCL:
note: it can't be a rectangle/parallelogram because of the length of the sides ☺
Answered by
2
It is a trapezium
So the formula of finding the area on trapezium in
1/2 *height*[sum of the lengths of the parallel sides]
So to find height use the Pythagoras theorem to get AF(given in my rough digram)
AF = 10.5
So the height is 10.5
Then,put the values
1÷2×10.5×(9+12)
=110.25 cm^2
So the formula of finding the area on trapezium in
1/2 *height*[sum of the lengths of the parallel sides]
So to find height use the Pythagoras theorem to get AF(given in my rough digram)
AF = 10.5
So the height is 10.5
Then,put the values
1÷2×10.5×(9+12)
=110.25 cm^2
Attachments:

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