Which of the following graph is best explanation of cooling of hot water time ?

Question

Which of the following graph is best explanation of cooling of hot water time ? (A)  (B)  (C)  (D)

Tardigrade Admin · Accepted Answer

According to Newton(s) law of cooling. The temperature difference Δ T=T2-T1=ce-Kt ldots(i) where c and K are positive constants. From the above expression the temperature difference is exponentially decreasing with time.

Q. Which of the following graph is best explanation of cooling of hot water time ?

According to Newton $(s)$ law of cooling. The temperature difference
$Δ T = T_{2} - T_{1} = c e^{- K t} \dots (i)$
where $c$ and $K$ are positive constants.
From the above expression the temperature difference is exponentially decreasing with time.

Q. Which of the following graph is best explanation of cooling of hot water time ?

According to Newton(s) law of cooling. The temperature difference ΔT=T2​−T1​=ce−Kt…(i) where c and K are positive constants. From the above expression the temperature difference is exponentially decreasing with time.

According to Newton $(s)$ law of cooling. The temperature difference
$Δ T = T_{2} - T_{1} = c e^{- K t} \dots (i)$
where $c$ and $K$ are positive constants.
From the above expression the temperature difference is exponentially decreasing with time.