$A$ solid cube having certain fixed melting and boiling points takes heat from some source. The variation of temperature $\theta$ of the cube with the heat supplied $Q$ is shown in the adjoining graph. The portion $BC$ of the graph represents the conversion of

  • A
    Solid into vapour
  • B
    Solid into liquid
  • C
    Liquid into vapour
  • D
    Vapour into liquid

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$A$ block of ice with mass $m$ falls into a lake. After impact,a mass of ice $m/5$ melts. Both the block of ice and the lake have a temperature of $0^{\circ}C$. If $L$ represents the latent heat of fusion,the minimum distance the ice fell before striking the surface is

Two substances $A$ and $B$ of equal mass are heated at a constant rate of $6 \ cal \ s^{-1}$. The graph shows the temperature versus time. What is the ratio of the heat absorbed for complete melting $H_A/H_B$?

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Match the following items in Column-$I$ with their corresponding definitions in Column-$II$.
Column-$I$Column-$II$
$A$. Conversion of liquid into solid is$1$. Regelation
$B$. Conversion of liquid into vapour is$2$. Sublimation
$C$. Conversion of solid into vapour directly is$3$. Fusion
$D$. Melting of ice caused by pressure is$4$. Vaporisation

$A$ solid substance is at $30^{\circ}C$. To this substance,heat energy is supplied at a constant rate. The temperature versus time graph is as shown in the figure. The substance is in the liquid state for the portion of the graph:

What is the process of changing the state of matter called?

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