When a heating coil is immersed in melting ice, the ice melts at a rate of 10grams per minute. If the current in the coil is doubled while its resistance remains constant, the mass of ice that will melt per minute is?
Q1=λm,Q_1=\lambda m,Q1=λm,
Q2=I2Rt,Q_2=I^2Rt,Q2=I2Rt,
Q1=Q2,Q_1=Q_2,Q1=Q2,
λm=I2Rt,\lambda m=I^2Rt,λm=I2Rt,
m∼I2,m\sim I^2,m∼I2,
m2=m1(2I)2I2=4m1=40 g.m_2=m_1\frac{(2I)^2}{I^2}=4m_1=40~g.m2=m1I2(2I)2=4m1=40 g.
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