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Let the length and width of the rectangle be L and W. Let the length exceed the width by D, so that W+D=L. And let the area be A=LW.

Substituting L=W+D into A=LW, we have

A = (W+D)W

A = W2+DW

W2 + DW - A =0

Solving for W, using the quadratic formula:

W = [-D±sqrt (D2+4A)]/2

Now, plugging in D = 1.66 and A = 33.0672, we can find the width W:

W = 4.98.

And using L = W+D, we get:

L = 6.64

Well, there's two facts. Find 18 more, and you'll have a score.

Additional Information:-

1 It's a 2 dimensional 4 sided shape

2 It belongs to the class of polygons known as quadrilaterals

3 It has 4 interior right angles

4 It has 4 exterior angles that add up to 360 degrees

5 It will tessellate

6 It has 2 lines of symmetry

7 It has rotational symmetry to the order of 2

8 It can be split into 2 right angle triangles

9 It can be used in conjuction with Pythagoras' theorem

10 It can be divided into 4 isosceles triangle

11 It can be used in conjuction with trigonometry

12 Its diagonals work out as 8.3 cm in length

13 Its length works out as 6.64 cm

14 Its width works out as 4.98 cm

15 Its perimeter adds up to 23.24 cm

16 Its dimensions are conducive to the given area

17 It can be used in conjuction with the quadratic equation formula

18 It's technically a parallelogram

19 It can be congruent or similar to other rectangles

20 It's sometimes known as an oblong

21 Its best friend is the 3D cuboid because they look-a-like from a distance

22 It has cyclic properties within a circle

23 It can undergo transformations on the Cartesian plane

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Q: What are a score or more facts about a rectangle whose area is 33.0672 square cm and a length 1.66 cm longer than its width?
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