questions-SP7B-Edu.Moodle.GheorgheSincai-Cluj-Gimnaziu-20150405-1137 q10-K Aria poligonului din figura #f este de  ... unitati de arie.

 

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1.0000000 0.3333333 0 0 #s <question><wirisCasSession><![CDATA[<session lang="en" version="2.0"><library closed="false"><mtext style="color:#ffc800" xml:lang="en">variables</mtext><group><command><input><math xmlns="http://www.w3.org/1998/Math/MathML"><mi>f1</mi><mo>=</mo><mo>&quot;</mo><mi>figura</mi><mo>&nbsp;</mo><mn>1</mn><mo>&quot;</mo></math></input></command><command><input><math xmlns="http://www.w3.org/1998/Math/MathML"><mi>f2</mi><mo>=</mo><mo>&quot;</mo><mi>figura</mi><mo>&nbsp;</mo><mn>2</mn><mo>&quot;</mo></math></input></command><command><input><math xmlns="http://www.w3.org/1998/Math/MathML"><mi>f3</mi><mo>=</mo><mo>&quot;</mo><mi>figura</mi><mo>&nbsp;</mo><mn>3</mn><mo>&quot;</mo></math></input></command><command><input><math xmlns="http://www.w3.org/1998/Math/MathML"><mi>f4</mi><mo>=</mo><mo>&quot;</mo><mi>figura</mi><mo>&nbsp;</mo><mn>4</mn><mo>&quot;</mo></math></input></command><command><input><math 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definitionURL="http://www.wiris.com/XML/csymbol">if</csymbol><mrow><mi>f</mi><mo>=</mo><mi>f4</mi></mrow><mrow><mi>s</mi><mo>=</mo><mn>6</mn></mrow><mrow><mi>s</mi><mo>=</mo><mn>18</mn></mrow></apply></apply></apply></math></input></command></group></library><group><command><input><math xmlns="http://www.w3.org/1998/Math/MathML"><mi>f</mi></math></input><output><math xmlns="http://www.w3.org/1998/Math/MathML"><ms>figura</ms><mo>&nbsp;</mo><ms>1</ms></math></output></command><command><input><math xmlns="http://www.w3.org/1998/Math/MathML"><mi>s</mi></math></input><output><math xmlns="http://www.w3.org/1998/Math/MathML"><mn>9</mn></math></output></command></group><group><command><input><math xmlns="http://www.w3.org/1998/Math/MathML"/></input></command></group></session>]]></wirisCasSession><correctAnswers><correctAnswer>#s</correctAnswer></correctAnswers><assertions><assertion name="syntax_expression"/><assertion name="equivalent_symbolic"/></assertions><options><option name="tolerance">10^(-4)</option><option name="relative_tolerance">false</option><option name="precision">4</option><option name="implicit_times_operator">false</option><option name="times_operator">·</option><option name="imaginary_unit">i</option></options><localData><data name="inputField">inlineEditor</data><data name="gradeCompound">and</data><data name="gradeCompoundDistribution"></data><data name="casSession"/></localData></question>