Substance $A$ Has Twice the Specific "Heat" as Substance $B$ Suppose We Put

Multiple Choice

Substance $A$ has twice the specific "heat" as substance $B$ . Suppose we put $100-g$ blocks of these substances in direct sunlight. Assume both blocks are black and present the same surface area to the incoming sunlight. After a certain period of time, how are the temperature changes $\Delta T_{A}$ and $\Delta T_{B}$ of these blocks related (assuming they lose little heat to their surroundings) ?

A) $\Delta T_{A} \approx 2 \Delta T_{B}$
B) $\Delta T_{A} \approx \Delta T_{B}$ , as both receive the same amount of energy
C) $\Delta T_{B} \approx 2 \Delta T_{A}$
D) $\Delta T_{A}=\Delta T_{B}=0$ , because neither receives any heat