📘 Chapter 9 – The Amazing World of Solutes, Solvents, and Solutions
Complete Solutions with Explanation
🔹 Q1. True or False (Correct the false statements)
Oxygen gas is more soluble in hot water than in cold water.
A mixture of sand and water is a solution.
The amount of space occupied by an object is called its mass.
An unsaturated solution has more solute dissolved than a saturated solution.
The mixture of gases in the atmosphere is a solution.
False – Oxygen is more soluble in cold water.
False – Sand and water form a non-uniform mixture.
False – Space occupied is called volume.
False – Saturated solution has more solute.
True – Air is a uniform mixture of gases.
🔹 Q2. Fill in the blanks
The solid is _________ in water and the ________ in water level is measured.
The maximum amount of _________ dissolved in _________ is solubility.
Density __________ with increase in temperature.
The solution is called a __________ solution.
immersed, rise
solute, solvent
decreases
saturated
🔹 Q3. Oil floats on water. What does this tell you?
Correct option: Water is denser than oil. Explanation: Oil floats because it has lower density than water.
🔹 Q4. Density of stone sculpture
Mass = 225 g, Volume = 90 cm³
Density = Mass ÷ Volume
= 225 ÷ 90 = 2.5 g/cm³
The stone will sink in water because its density is greater than water.
🔹 Q5. Most appropriate statement
Correct: No more solute can be dissolved in a saturated solution at that temperature.
Other options are incorrect because they describe unsaturated solutions or wrong conditions.
🔹 Q6. Bottle capacity
Total capacity = 2000 mL
Water added = 500 mL Remaining = 1500 mL
🔹 Q7. Density of an object
Density = 400 ÷ 40 = 10 g/cm³
🔹 Q8. Orange experiment
Unpeeled orange floats due to air trapped in peel.
Peeled orange sinks because density increases.
🔹 Q9. Which object is denser?
Object A density = 5 g/cm³
Object B density = 4 g/cm³ Object A is denser.
🔹 Q10. Density of modelling clay
Density remains the same because mass and volume do not change.
🔹 Q11. Volume of iron block
Volume = 600 ÷ 7.9 ≈ 75.9 cm³
🔹 Q12. Effect of heating on density
Density decreases on heating because volume increases.