The heating or cooling of a substance is given by the equation: q=mC_(sp)Delta T Where: q=energy transferred as heat C_(sp)=specific heat Delta T=change in temperature NOTE: Write Delta T as dT (with no spaces) and C_(sp) as C for the answers below. In order to solve for the mass, m , you must multiply both sides of the equation by the same expression: qtimes square =mC_(sp)Delta Ttimes square The resulting equation is: m=square

Question

The heating or cooling of a substance is given by the equation: q=mC_(sp)Delta T Where: q=energy transferred as heat C_(sp)=specific heat Delta T=change in temperature NOTE: Write Delta T as dT (with no spaces) and C_(sp) as C for the answers below. In order to solve for the mass, m , you must multiply both sides of the equation by the same expression: qtimes square =mC_(sp)Delta Ttimes square The resulting equation is: m=square

Answer 1

To solve for the mass, m, we need to isolate m in the equation:q = mCspΔTWe can do this by dividing both sides of the equation by CspΔT:q / (CspΔT) = mSo, the resulting equation is:m = q / (CspΔT)Therefore, the correct answer is:m = q / (CspdT)

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