HP Prime Graphing Wireless Calculator Instrukcja Użytkownika Strona 222

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Right Triangle
Draws a right triangle given two points and a scale factor. One leg of the right triangle is dened by the two
points, the vertex of the right angle is at the rst point, and the scale factor multiplies the length of the rst
leg to determine the length of the second leg.
right_triangle(point1, point2, realk)
Example:
right_triangle(GA, GB, 1) draws an isosceles right triangles with its right angle at point A, and with
both legs equal in length to segment AB.
Quadrilateral
Tap at each vertex, pressing after each tap.
Parallelogram
Tap one vertex and press . Tap another vertex and press . Tap a third vertex and
press
. The location of the fourth vertex is automatically calculated and the parallelogram is
drawn.
Rhombus
Draws a rhombus, given two points and an angle. As with many of the other polygon commands, you can
specify optional CAS variable names for storing the coordinates of the other two vertices as points.
rhombus(point1, point2, angle)
Example:
rhombus(GA, GB, angle(GC, GD, GE)) draws a rhombus on segment AB such that the angle at
vertex A has the same measure as DCE.
Rectangle
Draws a rectangle given two consecutive vertices and a point on the side opposite the side dened by the rst
two vertices or a scale factor for the sides perpendicular to the rst side. As with many of the other polygon
commands, you can specify optional CAS variable names for storing the coordinates of the other two vertices
as points.
rectangle(point1, point2, point3) or rectangle(point1, point2, realk)
Examples:
rectangle(GA, GB, GE) draws a rectangle whose rst two vertices are points A and B (one side is
segment AB). Point E is on the line that contains the side of the rectangle opposite segment AB.
rectangle(GA, GB, 3, p, q) draws a rectangle whose rst two vertices are points A and B (one side
is segment AB). The sides perpendicular to segment AB have length 3*AB. The third and fourth points are
stored into the CAS variables p and q, respectively.
174 Chapter 9 Geometry
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