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For the following problems, use A(0,10), B(24,0), C(0,0) Find AB Find the midpoint of CA Find the midpoint of AB Find the slope of AB
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For the following problems, use A(0,10), B(24,0), C(0,0) Find AB
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For the following problems, use A(0,10), B(24,0), C(0,0) Find the midpoint of CA
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For the following problems, use A(0,10), B(24,0), C(0,0) Find the midpoint of AB
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For the following problems, use A(0,10), B(24,0), C(0,0) Find the slope of AB
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Section 5.1
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The Concept This chapter covers some very important theorems and properties of triangles These theories will aid us in our introductory exploration of trigonometry in Chapter 7
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Theorem 5.1: Midsegment Theorem The segment connecting the midpoints of two sides of a triangle is parallel to the third side and is half as long as that side midpoint How could we show this? A AB B
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Find AB, if A & B are midpoints 3x+8 2x+24 A G J B
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Coordinate Proof Process of placing a geometric figure on the coordinate plane and then using variables to represent the coordinates to prove various statements (2k,0) (k,h)
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5.1 Exercises 1-11, 12-18 even, 24-28 even, 33-39 odd
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How many feet of steel is needed to complete the triangular portion of the structure.
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Prove that Triangle PQR is isosceles Q (-h,0)R (h,0) P (0,k)
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Midpoint TheoremMidpoint Theorem Placing a geometric figure on the coordinate planePlacing a geometric figure on the coordinate plane
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