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<Startup-Code startupcode="plots:-setoptions('labels' = [&quot;x&quot;, &quot;y&quot;],\012        'font' = [&quot;Times New Roman&quot;, 12],\012        'thickness' = 2):\012\012\012M4_1_2 := module()\012    uses DT = DocumentTools;\012    export DrawDrag, DrawClick, DrawEnd, FnVertLineClick, FnVertLineDrag,\012            NonFnVertLineClick, NonFnVertLineDrag, DoFnPlot, DoNonFnPlot;\012    local DoDrawPlot, pts, intervals, sgn, int_start;\012\012    pts := [];\012    sgn := 0;\012    intervals := [];\012    int_start := NULL;\012\012    FnVertLineClick := proc( _plot )\012        local x;\012        x := DT:-GetProperty( _plot, 'clickx' );\012\012        if abs( x ) &lt; 5 then\012            DT:-SetProperty( _plot, 'value', DoFnPlot( x ) );\012        end if;\012    end proc; # FnVertLineClick\012\012    FnVertLineDrag := proc( _plot )\012        local x;\012        x := DT:-GetProperty( _plot, 'endx' );\012\012        if abs( x ) &lt; 5 then\012            DT:-SetProperty( _plot, 'value', DoFnPlot( x ) );\012        end if;\012    end proc; # FnVertLineDrag\012\012    DoFnPlot := proc( x0 )\012        plots:-display( [plot(surd(x,3), x=-5..5, 'color'=&quot;Magenta&quot;),\012                plots:-pointplot( [[x0,-2],[x0,2]], 'style' = 'line', 'color' = &quot;grey&quot; ),\012                plots:-pointplot( [x0,surd(x0,3)], 'style' = 'point', 'symbol' = 'circle', 'symbolsize' = 13,\012                'color' = 'black')], 'view' = [-5..5,-2..2], 'title' = &quot;Gr\303\241fico de uma Fun\303\247\303\243o&quot; );\012    end proc; # DoFnPlot\012\012    NonFnVertLineClick := proc( _plot )\012        local x;\012\012        x := DT:-GetProperty( _plot, 'clickx' );\012\012        if abs( x ) &lt;= 1.0 then\012            DT:-SetProperty( _plot, 'value', DoNonFnPlot( x ) );\012        end if;\012    end proc; # NonFnVertLineClick\012\012    NonFnVertLineDrag := proc( _plot )\012        local x;\012        x := DT:-GetProperty( _plot, 'endx' );\012\012        if abs( x ) &lt;= 1.0 then\012            DT:-SetProperty( _plot, 'value', DoNonFnPlot( x ) );\012        end if;\012    end proc; # NonFnVertLineDrag\012\012    DoNonFnPlot := proc( x0 )\012        plots:-display( [ plot( 1, 'coords' = 'polar', 'color'=&quot;Magenta&quot; ),\012                plots:-pointplot( [[x0,-1.1],[x0,1.1]], 'style' = 'line', 'color' = &quot;grey&quot; ),\012                plots:-pointplot( [[x0,-sqrt(1.-x0^2)],[x0,sqrt(1.-x0^2)]], 'style' = 'point',\012                'symbol' = 'circle', 'symbolsize' = 13, 'color' = 'black')], 'view' = [-1.1..1.1,-1.1..1.1], \012                'title' = &quot;Gr\303\241fico de uma rela\303\247\303\243o bin\303\241ria(n\303\243o-fun\303\247\303\243o)&quot;, 'scaling' = 'constrained' );\012    end proc; # DoFnPlot\012\012    DrawDrag := proc( _plot )\012        local x, y;\012        x := DT:-GetProperty( _plot, 'endx' );\012        y := DT:-GetProperty( _plot, 'endy' );\012\012        # ignore consecutive points with same x-coordinate - artifact of crude drawing system\012        if pts = [] or x &lt;&gt; pts[ -1 ][ 1 ] then\012            pts := [ op( pts ), [x, y] ];\012            DT:-SetProperty( _plot, 'value', DoDrawPlot() );\012        end if;\012    end proc; # DrawDrag\012\012    DrawClick := proc( _plot )\012        DT:-SetProperty( _plot, 'value', plots:-pointplot( [], 'view' = [-5..5, -5..5],\012                'title' = &quot;Clique e arraste para desenhar o gr\303\241fico de uma fun\303\247\303\243o ou rela\303\247\303\243o&quot; ) );\012    end proc; # DrawClick\012\012    DrawEnd := proc( _plot )\012        local x, y;\012        pts := [];\012        sgn := 0;\012        intervals := [];\012        int_start := NULL;\012    end proc; # DrawEnd\012\012    DoDrawPlot := proc()\012        local Title, p1, p2, p3, i, loc_intervals, j, m, M, overlaps, verttestpts, dots, lines,\012                atleast1overlap, numhits, x, y, x1, y1, x2, y2 ;\012\012        p1 := plots:-pointplot( pts, 'style' = 'line', 'view' = [-5..5,-5..5], 'color' = 'magenta' );\012        p2 := NULL;\012        p3 := NULL;\012        Title := &quot;Gr\303\241fico de uma fun\303\247\303\243o&quot;;\012\012        if int_start = NULL then\012            int_start := pts[ 1 ][ 1 ];\012\012        elif sgn = 0 then\012            sgn := sign( pts[ -1 ][ 1 ] - int_start );\012\012        elif nops( pts ) &gt; 1 and sgn * (pts[ -1 ][ 1 ] - pts[ -2 ][ 1 ]) &lt; 0 then # DEBUG();\012                intervals := [ op( intervals ),\012                        `if`( sgn = 1, [ int_start, pts[ -2 ][ 1 ] ], [ pts[ -2 ][ 1 ], int_start ] ) ];\012                sgn := -sgn;\012                int_start := pts[ -2 ][ 1 ];\012        end if;\012\012        if intervals = [] then\012            if sgn = 0 then\012                return;\012            end if;\012\012            loc_intervals := [ `if`( s = 1, [ int_start, pts[ -1 ][ 1 ] ],\012                    [ pts[ -1 ][ 1 ], int_start ] ) ];\012\012        else\012            loc_intervals := [ op( intervals ), `if`( sgn = 1 and pts[ -1 ][ 1 ] &lt;&gt; intervals[ -1 ][ 2 ] or \012                    sgn = -1 and pts[ -1 ][ 1 ] &lt;&gt; intervals[ -1 ][ 1 ], \012                    `if`( sgn = 1, [int_start, pts[ -1 ][ 1 ]], [ pts[ -1 ][ 1 ], int_start ] ), NULL ) ];\012        end if;\012\012        do\012            overlaps := NULL;\012\012            for i while i &lt; nops( loc_intervals ) do\012                for j from i+1 to nops( loc_intervals ) do\012                    m := max( loc_intervals[ i ][ 1 ], loc_intervals[ j ][ 1 ] );\012                    M := min( loc_intervals[ i ][ 2 ], loc_intervals[ j ][ 2 ] );\012\012                    if m &lt; M then\012                        overlaps := overlaps, [ m, M ];\012                    end if;\012                end do;\012            end do;\012\012            if overlaps = NULL then\012                break;\012            end if;\012\012            loc_intervals := [ op( { overlaps } ) ];\012        end do;\012\012        verttestpts := NULL;\012\012        for i in loc_intervals do\012            verttestpts := verttestpts, .5 * (i[ 1 ] + i[ 2 ]);\012        end do;\012\012        verttestpts := [ verttestpts ];\012        dots := NULL;\012        lines := NULL;\012        atleast1overlap := false;\012\012        for x in verttestpts do\012            # locate each interval in the original pts list which contains this point and find the\012            # corresponding y value on the graph\012            numhits := 0;\012\012            for i from 2 to nops( pts ) do\012                if x &gt;= pts[ i-1 ][ 1 ] and x &lt;= pts[ i ][ 1 ] or\012                        x &gt;= pts[ i ][ 1 ] and x &lt;= pts[ i-1 ][ 1 ] then\012                    (x1,y1,x2,y2) := pts[ i-1 ][ 1 ], pts[ i-1 ][ 2 ], pts[ i ][ 1 ], pts[ i ][ 2 ];\012                    y := (y2-y1)/(x2-x1) * (x-x1) + y1;\012                    dots := dots, [x,y];\012                    numhits := numhits + 1;\012                end if;\012            end do;\012\012            lines := lines, [x,-5], [x,5], [undefined, undefined];\012\012            if numhits &gt; 1 then\012                atleast1overlap := true;\012            end if;\012        end do;\012\012        p2 := plots:-pointplot( [ dots ], 'style' = 'point', 'symbol' = 'circle',\012                'symbolsize'=13, 'color' = 'black' );\012        p3 := plots:-pointplot( [ lines ], 'style' = 'line', 'color' = 'grey' );\012\012        if atleast1overlap then\012            Title := &quot;Gr\303\241fico de uma rela\303\247\303\243o bin\303\241ria(n\303\243o-fun\303\247\303\243o)&quot;;\012        end if;\012\012        return plots:-display( [p1, p2, p3], 'view' = [-5..5,-5..5], 'title' = Title );\012    end proc; # DoPlot\012end module:\012\012\012# Initialize plots\012proc()\012    local x;\012    uses DT = DocumentTools;\012\012    DT:-Do( %Pl_Fn = M4_1_2:-DoFnPlot( 2. ) );\012    DT:-Do( %Pl_NonFn = M4_1_2:-DoNonFnPlot( .5 ) );\012    DT:-Do( %Plot1 = plots:-display( [ plot( sqrt( x ), x = 0..10 ), plot( -sqrt( x ), x = 0..10 ) ],\012            'view' = [ 0..10, -4..4 ], 'title' = &quot;Raiz quadrada de 2 valores (rela\303\247\303\243o bin\303\241ria)&quot; ) );\012    DT:-Do( %Plot2 = plot( sqrt( x ), x = 0..10, 'view' = [ 0..10, -4..4 ],\012            'title' = &quot;Raiz quadrada n\303\243o-negativa (fun\303\247\303\243o)&quot; ) );\012    DT:-Do( %Plot3 = plot( -sqrt( x ), x = 0..10, 'view' = [ 0..10, -4..4 ],\012            'title' = &quot;Raiz quadrada n\303\243o-positiva (fun\303\247\303\243o)&quot; ) );\012    DT:-Do( %Plot4 = plot( sqrt( x )*( -1 )^floor( x ), x = 0..10,\012            'view' = [ 0..10, -4..4 ], 'discont', 'title' = &quot;Raiz Quadrada Alternante (fun\303\247\303\243o)&quot; ) );\012end proc();\012"/>
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<Input><Text-field style="Text" layout="Title" alignment="left"><Font encoding="UTF-8">Nesta apresenta\303\247\303\243o, vamos definir os termos de <Font italic="true">fun\303\247\303\243o, dom\303\255nio e </Font></Font><Font italic="true">imagem</Font><Font encoding="UTF-8">. Iremos tamb\303\251m descrever o </Font><Font italic="true">teste de reta vertical</Font>.</Text-field>
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<Section collapsed="true" isCollapsible="true" drawButton="true" MultipleChoiceAnswerIndex="-1" MultipleChoiceRandomizeChoices="false" TrueFalseAnswerIndex="-1" EssayAnswerRows="5" EssayAnswerColumns="60"><Title><Text-field style="Heading 2" layout="Heading 2"><Font encoding="UTF-8">Desenhe a sua pr\303\263pria fun\303\247\303\243o</Font></Text-field></Title><Presentation-Block>
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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8">Clique e arraste no desenho gr\303\241fico abaixo para desenhar um gr\303\241fico. Uma linha vertical desenhada com o seu gr\303\241fico vai mostrar se o gr\303\241fico representa uma fun\303\247\303\243o. Limpar um gr\303\241fico existente clicando nele.</Font></Text-field>
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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8">Estamos todos mais felizes quando nossas m\303\241quinas fazem o que lhes dizem para fazer, isto \303\251, quando eles se comportam como <Font italic="true">fun\303\247\303\265es</Font>. Quando se aperta um bot\303\243o em um elevador, uma m\303\241quina de lavar, ou uma nave espacial, fazemos com a expectativa de que o resultado ser\303\241 o mesmo como a \303\272ltima vez que n\303\263s fornecemos a mesma entrada para essa m\303\241quina. Fun\303\247\303\265es matem\303\241ticas s\303\243o a mesma coisa, embora talvez menos temperamental: cada entrada poss\303\255vel no dom\303\255nio da fun\303\247\303\243o pode produzir exatamente uma sa\303\255da.</Font></Text-field>
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<Input><Text-field style="Text" layout="Normal"><Font encoding="UTF-8">Na li\303\247\303\243o sobre rela\303\247\303\265es bin\303\241rias, consideramos a rela\303\247\303\243o raiz quadrada, </Font><Font italic="true">S</Font>, onde <Equation executable="false" style="2D Math" input-equation="" display="LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkobWZlbmNlZEdGJDYlLUYjNictSSNtaUdGJDYmUSJ4RicvJSdpdGFsaWNHUSV0cnVlRicvJStleGVjdXRhYmxlR1EmZmFsc2VGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRictSSNtb0dGJDYuUSIsRidGNy9GO1Enbm9ybWFsRicvJSZmZW5jZUdGOS8lKnNlcGFyYXRvckdGNi8lKXN0cmV0Y2h5R0Y5LyUqc3ltbWV0cmljR0Y5LyUobGFyZ2VvcEdGOS8lLm1vdmFibGVsaW1pdHNHRjkvJSdhY2NlbnRHRjkvJSdsc3BhY2VHUSYwLjBlbUYnLyUncnNwYWNlR1EsMC4zMzMzMzMzZW1GJy1GMTYmUSJ5RidGNEY3RjpGN0ZBRjdGQUY3RkE=">LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkobWZlbmNlZEdGJDYlLUYjNictSSNtaUdGJDYmUSJ4RicvJSdpdGFsaWNHUSV0cnVlRicvJStleGVjdXRhYmxlR1EmZmFsc2VGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRictSSNtb0dGJDYuUSIsRidGNy9GO1Enbm9ybWFsRicvJSZmZW5jZUdGOS8lKnNlcGFyYXRvckdGNi8lKXN0cmV0Y2h5R0Y5LyUqc3ltbWV0cmljR0Y5LyUobGFyZ2VvcEdGOS8lLm1vdmFibGVsaW1pdHNHRjkvJSdhY2NlbnRHRjkvJSdsc3BhY2VHUSYwLjBlbUYnLyUncnNwYWNlR1EsMC4zMzMzMzMzZW1GJy1GMTYmUSJ5RidGNEY3RjpGN0ZBRjdGQUY3RkE=</Equation><Font encoding="UTF-8"> est\303\241 em </Font><Font italic="true">S</Font> significa que <Font italic="true">y</Font><Font encoding="UTF-8"> \303\251 a raiz quadrada de </Font><Font italic="true">x</Font>, ou, alternativamente, que <Equation executable="false" style="2D Math" input-equation="" display="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">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</Equation><Font encoding="UTF-8">. O dom\303\255nio dessa rela\303\247\303\243o \303\251 o conjunto de todos os n\303\272meros n\303\243o-negativos, e a imagem s\303\243o todos os n\303\272meros, desde que todo n\303\272mero positivo tenha ambos uma </Font>raiz quadrada positiva e uma negativa. Para fazer <Font italic="true">S</Font><Font encoding="UTF-8"> em uma fun\303\247\303\243o, precisamos especificar, para cada n\303\272mero positivo, se queremos calcular a raiz quadrada positiva ou negativa. Enquanto n\303\263s escolhemos exatamente uma dessas ra\303\255zes quadradas para cada n\303\272mero positivo, o resultado ser\303\241 uma fun\303\247\303\243o.</Font></Text-field>
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