T_Price


 * T_PriceGolden Gate Bridge** 746 ft.
 * Great Pyrami**d at Giza 480.6 ft.
 * CN Towe**r 1,815 ft.
 * Arch 630 ft**.
 * Golden Gate Bridge** [] [[image:250px-GoldenGateBridge-001.jpg]]

S(x,y)>(1.185x,1.185y) a=1/1.185 b=1/1.185 a=.84 b=.84 (y/.84).84=-.0064(.84)x^2=630(.84) y=-.008x^2+529.2
 * __y=-.0064x^2+630__**


 * CN Tower** 1,815 ft Downtown Toronto, Ontario, Canada []

__**y=-.0064x^2+630**__ S(x,y)-->(2.89x,2.89y) a=1/2.89 b=1.2.89 a=.35 b=.35 (y/.35).35=-.0064(.35)x^2=630(.35) y=.00224x^2+220.5


 * Great Pyramid** at Giza 480.6 ft htt://en.wikipedia.org/wiki/Great_Pyramid_of_Giza

__**y=-.0064x^2+630**__ S(x,y)-->(x/1.31,y/1.31) a=1/1.31 b=1/1.31 a=.76 b=.76 (y/.76).76=-.0064(.76)x^2+630(.76) y=-.0048x^2+459.9

[] I felt that the video above takes a rather simple approach to graph transitions. Instead of starting with more complex graphs, it begins with a line. It's much easier to understand that some other more complex videos.