![]() ![]() Kite – You can certainly have a kite, as the pairs of adjacent sides (radii) will always be equal.Īny hints would be truly appreciated I feel like an idiot staring at this problem in Geometer's Sketchpad. Experimental and numerical investigations on forced convection heat transfer of supercritical CO2 within a semi-circular printed circuit heat exchanger have been performed in the present study. Parallelogram – You can have a parallelogram, but it has to be a rhombus as well, because adjacent sides must be equal. Rhombus – You can have a rhombus because you can have a square, and you could just adjust the angles if you wanted a rhombus that wasn’t a square? ![]() Rectangle – You can have a rectangle with all equal sides, but you can’t have a rectangle that isn’t a square, as the adjacent sides are always radii of the same circle, and cannot be different lengths. ![]() If the two circles have radii of the same length, and if you adjust points C and D accordingly, you can have all 90° angles. What types of quadrilaterals can be formed? Explain.ī.Ěre there types of quadrilaterals that cannot be formed? List and explain. enable students to construct graphical and numerical representation together. Label the other intersection of the circles D.Ī.ĝrag point A, B, C, or D to change the shape of ABCD. A circle has eccentricity 0, an ellipse between 0 and 1, a parabola is 1. Use Geometer’s Sketchpad and draw points A, B, C (not all three are collinear). Nevertheless, I've still put some thoughts down on what I think I should do. BLM 10.4.1, 10.4.2 Computer with Geometers Sketchpad with file (1/pair). I honestly have no idea where to begin with this problem, as I've been staring at it for hours. They construct semi-circles on the legs and hypotenuse of the triangle and. Hi Guys! I've attached a picture of the setup if you don't have Geometer's Sketchpad software. ![]()
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