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student

rightbox

graph an approximation to an integral

Calling Sequence

rightbox(f(x), x=a..b, <plot options>)

rightbox(f(x), x=a..b, n, 'shading'=<color>, <plot options>)

Parameters

f(x)

-

algebraic expression in x

x

-

variable of integration

a

-

lower bound of range of integration

b

-

upper bound of range of integration

n

-

(optional) indicates the number of rectangles to use

color

-

indicates the color used to shade the rectangles

plot options

-

(optional) additional plot options, see ?plot,options

Description

Important: The student package has been deprecated . Use the superseding command Student[Calculus1][RiemannSum] instead.

The function rightbox will generate a plot of rectangular boxes used to approximate a definite integral. The height of each rectangle (box) is determined by the value of the function at the right side of each interval.

Four equal-sized intervals are used by default.

The value of the corresponding numerical approximation can be obtained by the Maple procedure rightsum.

The command with(student,rightbox) allows the use of the abbreviated form of this command.

Examples

Important: The student package has been deprecated . Use the superseding command Student[Calculus1][RiemannSum] instead.

>

withstudent&colon;

>

rightboxx4lnx&comma;x=2..4&comma;color=MAGENTA

>

rightboxsinxx+sinx&comma;x=0..2π&comma;5&comma;color=CYAN

>

rightboxsinxx+sinx&comma;x=0..2π&comma;5&comma;shading=BLUE


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