Activities
737
Activities
Activities
Activities
Activities
Analyzing the Pole-Corner Problem
Analyzing the Pole-Corner Problem
Analyzing the Pole-Corner Problem
Analyzing the Pole-Corner Problem
A ten-foot-wide hallway meets a five-foot-wide hallway in the corner of a building. Find
the maximum length pole that can be moved around the corner without tilting the pole.
Maximum Length of Pole in Hallway
Maximum Length of Pole in Hallway
Maximum Length of Pole in Hallway
Maximum Length of Pole in Hallway
The maximum length of a pole
c
is the shortest line segment touching the interior corner
and opposite sides of the two hallways as shown in the diagram below.
Use proportional sides and the Pythagorean theorem to find the length
c
with respect to
w
. Then find the zeros of the first derivative of
c(w)
. The minimum value of
c(w)
is the
maximum length of the pole.
Содержание Voyage 200
Страница 36: ...Getting Started 36 D B D B Press Result ...
Страница 45: ...Getting Started 45 3 0 D B D D B D Press Result ...
Страница 46: ...Getting Started 46 D 2 0 0 2 D B Scroll down to October and press Press Result ...
Страница 60: ...Getting Started 60 B D Press Result ...
Страница 139: ...Previews 139 8 Complete the operation Press 2 d Steps and keystrokes Display 5 f 2 ...
Страница 181: ...Operating the Calculator 181 From the Keyboard From the Keyboard From the Keyboard From the Keyboard ...
Страница 453: ...Differential Equation Graphing 453 ...
Страница 468: ...Tables 468 ...
Страница 515: ...Split Screens 515 Note Both Top Bottom and Left Right splits use the same methods to select an application ...
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