192. An airplane with a mass of $60$ tons moves at a speed of $80\,\dfrac{\text{m}}{\text{s}}$ and takes off from the runway, rising to an altitude of $600$ meters above the ground in one minute. During this one minute, the work done by the weight force on the airplane is how many joules, and the kinetic energy of the airplane increases by how many joules? $\left(g = 10\,\dfrac{\text{N}}{\text{kg}}\right)$ (1) $3.6\times10^8$ and $9.36\times10^8$ (2) $-3.6\times10^8$ and $2.16\times10^8$ [6pt] (3) $3.6\times10^8$ and $2.16\times10^8$ (4) $-3.6\times10^8$ and $9.36\times10^8$
\textbf{192.} An airplane with a mass of $60$ tons moves at a speed of $80\,\dfrac{\text{m}}{\text{s}}$ and takes off from the runway, rising to an altitude of $600$ meters above the ground in one minute. During this one minute, the work done by the weight force on the airplane is how many joules, and the kinetic energy of the airplane increases by how many joules? $\left(g = 10\,\dfrac{\text{N}}{\text{kg}}\right)$
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(1) $3.6\times10^8$ and $9.36\times10^8$ \hspace{0.5cm} (2) $-3.6\times10^8$ and $2.16\times10^8$\\[6pt]
(3) $3.6\times10^8$ and $2.16\times10^8$ \hspace{0.5cm} (4) $-3.6\times10^8$ and $9.36\times10^8$
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