Question
Identify the true statement regarding the evaporation:
![](data:image/png;base64,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)
- Evaporation occurs at any temperature.
- Evaporation takes place within the liquid.
- Temperature may change during evaporation.
- No bubbles are formed in the liquid during evaporation.
Hint:
Water constantly changes to its vapor form under heat.
The correct answer is: No bubbles are formed in the liquid during evaporation.
- When liquid water is heated it starts changing to its gaseous state.
- It can be changed into liquid by cooling.
- It is a physical change, not a chemical one.
Related Questions to study
Sodium reacts with chlorine to produce _______________.
Sodium reacts with chlorine to produce _______________.
HCl + NaOH → NaCl + ?
HCl + NaOH → NaCl + ?
Which of the following preparation of salt is incorrect?
Which of the following preparation of salt is incorrect?
Salts are usually hard and brittle.
Salts are usually hard and brittle.
The particles of a salt strongly attract each other into an orderly arrangement.
The particles of a salt strongly attract each other into an orderly arrangement.
Common table__________, or sodium chloride, is made by combining sodium and chlorine.
Common table__________, or sodium chloride, is made by combining sodium and chlorine.
The salt barium sulfate is___________.
The salt barium sulfate is___________.
Sodium fluoride salt have __________M.P
Sodium fluoride salt have __________M.P
Sodium chloride salt have __________
Sodium chloride salt have __________
Salts are usually hard and brittle. It takes lots of __________to pull them apart.
Salts are usually hard and brittle. It takes lots of __________to pull them apart.
Hydrochloric acid reacts with Sodium hydroxide to produce______.
Hydrochloric acid reacts with Sodium hydroxide to produce______.
Pick the odd one out.
Pick the odd one out.
Pick the odd one out:
Pick the odd one out:
Match the following:
Match the following: