Two objects made from the same material have different masses and different initial temperatures as shown. If the bodies are placed in thermal contact, the final equilibrium temperature is most nearly:
Question 2E3oiEhZO6MjcnavDzZWFAgS+PjXcwXaFpXBwakb2DARUAh7NCE8Mh5SpHh4RITFSUt8+erNkLoyQ2bzQm5QYNBQBHpQDs5dPiwCs0FTU1y2wHnyVqzRnbt2CElW7eq2cIQFjiYsInhlTMnHDtMuutNx8p1aP0s4tZuOYZ26W2acQFFwYgxY0EV9SZ19/XJ2aoqqbtwQdVFrgFvlJiYqONhhBzaE0MzZ/LxeRgr54ZLMo4z5o6JjHxYiY6dqNlA+A0jO+p0VlaW2gQw0BMiwDASTQ7XbNqKFbJlyxZZnZmpoSlG3rwA5qa7MzTkNDLSYwJPuGMuo3HBY6xpUIaKCNm9AAAQLklEQVRh8jEun73kMWqAdzcwNCTEU2ry8VEBUFtbK3V1dXLu5Enp6+52zdnHR43qaNxrV6+W4qIiZ2gV3lvMHUwoiiAxErZKnEaGw8XYb6zpVKPDw51atP3BA7XLmu2xaP8Iut27d0vQwoXaruk00eKXLlsm2ZRl0yYdipm1cTpuvI2GJ5zJCxhSAqOYSGAa5fJ2/Sjt9qkIKG8fhPOIo/u6tFQOfPONUzixPzIsTHJXrNCYIsbgd2EEMBoOUnp8XCf9DA8L8/iiaRA0CXPDIF/VSkyNhd4oOSVF9r35poYOYDPA3rU4Lk6WxMcLAZLuNi4EGMKNoSvbJACZDGERVLPp/2cNgD8auXFDxh32IgRMT2enQmXw4LoDbPUp7XZpaWqSvitX1EjMx4kdEygL6T52VJMxmn3kYwkJ0TakJ7n9aNs1tVEO027d2zLgSyABKampMjw0JDBnBAUHS0ZGhhrRiZtzFxbu2g3HsWdhLmG4OtPpmRVQaEWt7e1y8MgR+ezzz6WxtvavdTNnjqRlZEgu4LSAAB1KKVOBecgzZ44asxEwEyVPLxVPi/vQiZ4M711kVJSO+9GwzJAD9/xpKAznWBt50UshnAxV2v2a2f/Pfg0gkH7CDupoZ7xftG6zgRs7D06UK93dTi8Ymj0LQEycQGjiGWlpD4UDsxu7CRdQ13RwE7UVbVduNhy81+ZyGLWJR3yNwynDN4U30fDYGeeY10aHauyjDH4ObW6yb8k4f7rXz6SAAmty+swZwdvw6aefSq9Jbfb195e/2bZN8D4g2UmGEDBXjtJKBAR4PGY+z32bl8/iKRkvFjV4suQpD9XWJrto9tgzXwN8rNiG3AUHQd3LkpMVa0cnRvuw9fbK5a4uxTfheCFhRz148KCaBbAhoc2Qn3ti/6POCq1tzj0jx39jqDhZpzrBpQ93T/A9THrNNB18pgSUwvR7e6X06FE58NVXcqy83AXX5BcYKOsKCuTtt9+Woo0bnSonHz+hIxitncmhvbg3JudxrnEs5n0LaDTmfMwHvdzmejAo3JuFxkPvazaYe5nV7GnPWA146ryWp6XJ3jfflO1bt0qSgwIFl/+ZujqZ98c/yqmjR+VHR1woQ62ysjJ1wOSuXftQq3Zrb9pOJhEKRrs1lwUTgtGBPkmVoemb8yUvtCr2sZ6qc/bm3uQ12XdpzuOZEVCQ1FXV18vHH38sFyoqFIxmBl2Kj49sKiqSf3z3XSncuNHF7jN3/nyZt2CBzDVpNgz58G5MlPQlQ37nRoCHcPG28ibKm5cI3J/xO9ugaQk2BvM1XULK4OExGzgnKs/s/umpAT4sYzFyZNhOCNSeXbsk1QSGXBgcLM+Hhsr42JhcaW1V2hWu4b01NDVJS1ub4uH8Fi6UuQEBLm0OY7a7Lci4H2uj4zPv03brJujMx73dZhhnDGG5hvYKTos2zDD1SQUUz8WCsd6b7+yZEFB3792TE2fOyMHSUmU3sHV2utRnSkqKbCouls2bN8umggKBF8ec0J7sCCeTuqyejdFRBbEBDnNPxLnd/uknuWtyeTI+t4aFuQg/9+u8+Y9g8oG1MzhYx/y8XBZctwhOyuatCt/b36/QCpgTGMrimoYALNRi0Xi8WQHlzRuZnnOArvjRETpCk6h7yNnSU1JchJNxN3iaViYnS/ySJdLd2alaNdo+bALgjfhAMWQTW2nW2tG+FIz84IHLfiPfsfv35Q4smw4tSz1tDieMcc7jrsHtWSIiNIb11vCwtjkCosdu3VJ8oBGLOlX+N0dHFfSJZxHHEm0X4GpEeLgunr5JT3k+dQGF2nji1Cn59z/8QU6dOKFahlFQvAZwcxObt3//fklKSvIoPBAI/vPnu4AuyYNhFshYGog7fmP8wQPpx8VrCllYSNxSUJDG1BlleNx1sNUq1ogIFy8JPSOEdwRcgnKfKhESUHbypFSePy9NdXVaLgz0+Xl58squXSqgpspj9vj01UBgcLCERUeLrwO6QocWHROjLviJ7oKNST24QEwcGj2CCUEFUJh4TnfCOEKYBgYHFe7iTt/DfQABD9y+LdACk7DLWqzWaWm3fAOJ6ely5epVaXUwMXAPAKod3d0Pn9dt1KGFcPuBbO+bQ4e03QLdQWvCo75/3z6NT3Q7fcK/T1VAoTJiCP+v99+X8tJSjVUyl/TFHTukqLBQgZBoUROlhQsWSEJMjHLjmM/hY1Z1mSBeN2pTYAhDAwMu98SIiAruqVGY8/VmGxcuvMz0ukYCvFdRVyfL0tO9ElDqLDh+XPl4wF/RCyHQCa3AO/Ok6rZRrtm1dzVgsEgY7nYEjb6DyT5YmAnw4JraAcNE3iWdJkNB9xEB9kpMAmgentoiYOLhgQEnxz6QBQTeZMNC755QnBMfmGMFubatq0tOVldLUkqKRJk40zzlywih9eJFKf3uO4VX8J1TNkLBeB5vtTDyfmoCChXwbGWlfPnVV/L5X/7ixDCBDMfomL92rbyxd6/yxxiQfk+VwT5/X19ZvmSJ8iSZzxkcGdHA5NzxcZcGwjnE3F3t6JAbfX16CY2NqHQoMgyMijmvR91eGhsrxQUFcubwYeWV5npeErw4uJqhQF05CXIeWmECqqsrKuSiqScLslgErxFA0dnh3aO+lSc7P9xqlaT4eCGmjERnQVA4tlLeLZq8e4IRA2EDWwYJoQTCGoog3t+cwEDV8LH9GABhgKAdoLmHh5UVwJwnQcoDNpv0tLc7g9AtoaESHh2tWCXzuY+zDVp8zcqV0lJTo3RIRh6EkkH1k5aSIiWFhRJgYuAwzjHWcLOfPXdOKk+fNnZp7O2DOXMEe7Enoes80W3jqQkoYpb+GzbN48edwomyMabftnOn7H3pJWUdwHZDMoyTrEk0BhZeMsIlAih+WJj4BgaqYZLzuq5ckRPnzikTQlZGxl9jl4aHpbKyUtkGDcoXzgeQCU/P/EmwU3pzL34WR0frZAoJSUk6+4XOznH/vnQ1N8upY8dUwOzesUOWL12q3khsENiXYNTEBlFZXy//AQvnpUsud1u7fr2kZ2a6RMO7nDD75xergVAmLYiPd0bzoxH3dHRITXW1VGRmKiGbGSt07fp1AWUOJooOkcR7TktOlqSEBGcHg+cYPil4mNCeQJafq66WFY6AYWP2FYZ+cDc1Eszb0+P0ttH2M7OyFKf3pA8fHBgouZmZUpWcrDbUMXj8gUjAQHL3rhxwmEuYcIGAX+xK2HMVqHrvnjKCfHLggHx78KBLUUCv5+TlKQWSy4Ep/jw1AQWdw7nycqUeNZcx3GIRi7+/tLe0SNulS9pLoQ4bCUFCb0VsEEGR2KVYEzoTFRcnqZmZcrG6WkNMaDzH795VbQW4//K4OI2TAr5Q9v33Sp9iCDzyX7po0YSTJxj393aN1kf0+LrNm8V2/bpcqKp6eCl8Oy0t8sWf/yytjY2ypahIcnNyFHB68/Zt6bbZ5GJDgzb678vK5I6JChkbyPrcXFm/Zo3XdBXelnf2vKlrAJsRdL0QyWE3vT08rEKirLRUw18MjZ/IAgKGD5WWyqGjR6Wzo8MpTMgjNS3NZXYiS3i4JKSnywisBDabalxVp09rtASEjHmrVqmNtaa2Vr765hup+uEHZ36UmsD2tMRE4dt50kRnT5Dzypwc2VBcLMe+/VbZQckXL/Txw4el9dIlpX3ZuH69xMfGCsyxfUNDSn90qb5eie5g+zQn2A2KOD8mxrx7yu0ZF1AIBLhvEB5I5Qfj4y6FJDL7+JEjUubwYIDINieuR2Apj018vHrJEFBIcqbjgfaiqbJSLwF7Alncke++k3l2u1KnQktRVl6urIgGLTBqZ3hMjAoUNB9e0nQkwhW2FhdrD9N++bLcdvSiqPyEP+DVw1OCICZyHYP9VYRZba1OS0VvaiQa/fbt22VDfr6sSE7+mUPAOG92/cvWAHbFDQUF0trcrFz13I354YZHR2UOWnt3t0YZwB129NgxOXP6tL5jzsO4HpuUJGjVCB4jQeFMR2W7fFkFFPbRkYEBneIJW2Znc7PMtdulorJSjpaVKeWwca0lMlLiEhMlbfnyCdkPjHO9XTMMhZ73rf37lU8cFlAS315ne7vuQ7Pq6+kRpnAjRrF/dFRZMy/W1blgF7kuf/162VJYKBufe04sDkZab8vCTWc0MePEF19+aX919277/PnzGa891mINC7PnFRTYvz10yFn+wZs37e9/+KE9KSVFZ3Qx5x0cEmKPiIqyB3iYgSIxJUVnZjlXW+vMa7o2bt25Yy8/f97++rvv2uOXLvU4WwezdMydO1cXTzPbWK1We2Fhof2jjz6yDw4OTlfRZvN5zBqwXbtm/7ff/96+KDbWZaYT3l2I1WqPiIy0+/n5/axdr1qzxv7Pv/udvbG11eXO4+Pj9rJjx+zbd+60007N7ZZ8wqOi7CEWi8u9OMcvIMC++6237B9+/rl97McfXfKcjj9tPT32f33vPfvq/Hx7oIfvxtxu2TaXm21mQVq2bJn9vffes7e0tDxWkWZ8VhcCaOlZyr//XnmRzUMsr6UqJ/r4CJSqMA8aNC2QbtFLDYyOanyeYV/idOKUcPNiCzIncC3bXnxR9r3+umSmp3tNhWLOY7JtNDvoMWDx9HnwQEnxCW42J+rAWMz72YYPfdfLL8vf7dkjz5eUaMCx+zmz/2e2BvC6zfP3l8Fbt3RmHzOgGJsp7QwzhDkxHx3MAntfe01Sk5KcPGacg10KAsUf7Xa5NTYmlx08YxwjH/IzbLHOPH18ZGVWlvzTb36jzJtPMjmmM0+3DQz5BOUzASkTgDLyMSejzRpr8zG21+Tm6jPz3DCPmLFe7udO9H/Gh3gUcnFsrOTl5SmdKa7URy04FYJBPIIJE6xWl2dj5oq/f/11iQ0Lk8rqamnr6FCDIkAzhm4sRGbTIKLCw+W5detk2wsvyJpVqx7Ju+By0yn+MKUVdLC+jobY0tysswzDWgi/FQR5oN4pm0F+hps3YckSWblqlU4ZtHLFilnD+BT1PJOHU5OTZd8bbyi85UJDg9Q3Ncl1ENcwE+CtmjNH21loRISaDvKfe052bNsmOStXevT2hVqtOlkIkJlgPz+xDQzI5fZ2nXCWoT5tA9Q63ltAujASQL/LsMlMCzyddTDXx0dWpKbqbEg+drukp6cr1XRHV5dOgw6Eh6mvEKJ0pBj7gb8w7KPdbtq4Ub9zT4R93pZzxqc+x37U2tqqld/c0qJI70d1l4OzWGC1ygNmV92wQdG67g98ubVVLrS3y4FDh9RTONjX97BhzJkjuGXBZKxetUr+4a23ZIkHxkP3/KbrP6yMXV1dUl5eLmfOn9eZZOEKGrh2TQV1ZEyM0h/DIf1CSYlOTYUwnU3PZg302WxS29Ii//mnP8kPJ0/qXHMEqgPQBC2dzIdaVCRvvPqq8oVP9RQYopnFt6q5Wb79+mvpbm4WO9qYj4+yJDAtG3PZ7Xn1VXkuL08F1lR5TsdxhBBc+Hy7MIwAxOzp6pJrjjAYvqlFcXHqkKIz3v/rXyth3pPe+/8Ao28Ylsfz5tkAAAAASUVORK5CYII= />
1.27C
2.33C
3.40C
4.47C
5.None of the above
6.Cannot be determined"