draw a circle and cut it to form a rectangle by taking equal angles so that their areas will equal


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Guide :

draw a circle and cut it to form a rectangle by taking equal angles so that their areas will equal

convert circle into rectangle.

Research, Knowledge and Information :



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Area of a Circle by Cutting into Sectors - Math is Fun


Area of a Circle by Cutting into Sectors . Here is a way to find the formula for the area of a circle: Cut a circle into equal sectors ... Which resembles a rectangle:
Read More At : www.mathsisfun.com...

Basic Geometric Shapes: Square, Circle, Rectangle, and ...


... square, circle, rectangle, ... and they come together to form four right angles. A circle, ... take their name from the type of angles which can be found ...
Read More At : www.universalclass.com...

Geometry Flashcards | Quizlet


Triangles are similar if all their corresponding angles are equal and their ... The angles formed by parallel lines cut ... form a circle, so the sum of these angles ...
Read More At : quizlet.com...

The areas of a rectangle, a triangle and a circle are equal ...


They created hexagons and pentagons with these areas using their ... Draw the three shapes with equal areas ... a rectangle, a triangle and a circle are equal, ...
Read More At : www.inquirymaths.com...

Area of diagonal-generated triangles (video) | Khan Academy


... by the diagonals of a rectangle are equal. ... Area of diagonal-generated triangles. ... the areas of the different triangles. So let's do the orange ...
Read More At : www.khanacademy.org...

Perimeter & area (video) | Area | Khan Academy


And a rectangle is a figure that has 4 sides and 4 right angles. So this is a rectangle ... equal. So let me draw a ... So the area of rectangle ABCD is equal to the ...
Read More At : www.khanacademy.org...

Shape: Quadrilateral | Think Math!


When we talk about "dissecting" a parallelogram and rearranging the parts to form a rectangle ... their sides, angles, ... (draw a circle within a quadrilateral so ...
Read More At : thinkmath.edc.org...

Paralleograms_and_rectangles - Home - AMSI


First property of a parallelogram − The opposite angles are equal. ... the endpoints of any two diameters of a circle form a rectangle, ... so their discussion ...
Read More At : www.amsi.org.au...

How to: Draw Shapes with the OvalShape and RectangleShape ...


How to: Draw Shapes with the OvalShape and RectangleShape Controls ... (100, 100) ' To draw a rounded rectangle, ... To draw a circle that has a custom border.
Read More At : docs.microsoft.com...

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draw a circle and cut it to form a rectangle by taking equal angles so that their areas will equal


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area under a curve at the right of a circle

Remember that the area under a curve has to be bounded, so limits need to be applied to define the boundaries. Usually it's the area between the curve and one axis or both. Occasionally it's the area between two curves or the area produced by the intersection of two curves. Sometimes, as in the case
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How do you find the area of a sector?

I assume by sector you mean the equivalent of a pie or pizza slice you cut out of a whole pie or pizza. You need to know the angle of the sector and the radius (or diameter) of the circle to which it belongs. The angle at the centre of a circle is 360 degrees and the area of a circle is (pi)
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A sphere with a diameter of 10 cm is cut by a plane 3 cm above its center. what is the area of the circle formed? (Leave answer in units of (pi))

The radius of the sphere is 10/2=5cm. The way to picture the problem is to represent the plane as a line parallel to the horizontal diameter of the sphere, represented by a circle, cutting through the circle. If you draw a perpendicular radius at right angles to this line from the centre of the circ
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find the center of mass of the solid of uniform density biunded by the graphs of the equations

x^2+y^2=a^2 is a cylinder with its circular cross-section in the x-y plane; the cylinder is sliced at an angle by the plane z=cy, forming a wedge. y=0 is the x-z plane and z=0 is the x-y plane; these planes and the conditions that y and z are positive impose further constraints on the shap
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how many 22" x 16" rectangles will I need to fill a 12' x 8' area

The area in square inches is 144*96=13824. The area of a rectangle is 22*16=352. The maximum number of rectangles is 13824/352=39.273. But if we cannot use part of a rectangle the maximum is 39. 40 rectangles would allow the area to be filled completely but it would be necessary to cut up some
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equilateral math equation help

The side of the square is the square root of its area=sqrt(16)=4. The area of the triangle is half the base times the height. So we need the height of the equilateral triangle. The perpendicular from vertex E bisects AD and the angle AED. The equilateral triangle now consists of two back to back rig
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what is the distance of 800 sqft, 1800sqft and 1250 sqft

Distance is measured in feet (or other linear measurement) and area in square feet (or other measure of area. Linear measurements have one dimension and area measurements have two, so you can't compare them or convert one into the other. A line doesn't enclose anything, because it's just a line. An
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find the dimensions of the rectangle with the largest area that can be inscribed in a semi-circle with a radius of 4

A parallelogram inscribed in a circle is a rectangle or a square.   The perpendicular bisector of two opposite sides of the rectangle corresponds to a diameter of the circle. So, a rectangle inscribed in a semicircle rests on the diameter. ( Proving things mentioned above is skipped in her
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area of major segment of a circle

The chord and the two radii form an isosceles triangle with equal sides equal to 5cm. If the chord bisector is drawn in we get two back to back congruent right-angled triangles, and we can find the angle at the centre, because it's half the bisected angle. The bisected chord makes a side of the righ
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