1º BACHILLERATO/FÍSICA/CINEMÁTICA/MOVIMIENTOS CIRCULARES
Engranajes
Observa la figura. Si el disco 1 gira con una velocidad angular de #w1 rpm. Calcula la velocidad angular, en rd/s del disco 4:
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
1.0000000
0.3333333
0
0
#w2
<question><wirisCasSession><![CDATA[<session lang="es" version="2.0"><library closed="false"><mtext style="color:#ffc800" xml:lang="es">variables</mtext><group><command><input><math xmlns="http://www.w3.org/1998/Math/MathML"><mi>w1</mi><mo>=</mo><mi>aleatorio</mi><mo>(</mo><mn>30</mn><mo>,</mo><mn>80</mn><mo>)</mo></math></input></command><command><input><math xmlns="http://www.w3.org/1998/Math/MathML"><mi>wr1</mi><mo>=</mo><mi>w1</mi><mo>*</mo><pi/><mo>/</mo><mn>30</mn></math></input></command><command><input><math xmlns="http://www.w3.org/1998/Math/MathML"><mi>w2</mi><mo>=</mo><mi>wr1</mi><mo>/</mo><mn>8</mn><mo>.</mo><mn>0</mn></math></input></command></group></library></session>]]></wirisCasSession><correctAnswers><correctAnswer>#w2</correctAnswer></correctAnswers><assertions><assertion name="syntax_quantity"><param name="units"><![CDATA[m, s, g, °, ', ", sr, E, K, mol, cd, rad, h, min, l, N, Pa, Hz, W, J, C, V, Ω, F, S, Wb, b, H, T, lx, lm, Gy, Bq, Sv, kat]]></param><param name="unitprefixes">M, k, c, m</param><param name="groupoperators">(,[,{</param></assertion><assertion name="equivalent_symbolic"/></assertions><options><option name="tolerance">10^(--log(0.02))</option><option name="relative_tolerance">true</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">textField</data><data name="gradeCompound">and</data><data name="gradeCompoundDistribution"></data><data name="casSession"/></localData></question>