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Size of particles in a collided solution ranges from
  • a)
    10−2cm to 10−4cm
  • b)
    10−5cm to 10−3cm
  • c)
    10−5cm to  10−7cm 
  • d)
    None of these
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
Size of particles in a collided solution ranges froma)10−2cm to ...
The size of particles in colloidal solution ranges from 10−5cm to 10−7cm. less than 10−5 is true solution and more than 10−7 is suspension.
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Most Upvoted Answer
Size of particles in a collided solution ranges froma)10−2cm to ...
See 1 nm = 10 (-9) m... = 10(-7) cm doo conversion and have look for ur answer
Community Answer
Size of particles in a collided solution ranges froma)10−2cm to ...
Size of Particles in a Collided Solution

Range of Particle Sizes
- The size of particles in a collided solution typically ranges from 10^-5cm to 10^-7cm.

Explanation
- When two solutions collide, the particles within them interact and collide with each other.
- These collisions can result in the formation of new particles or the breaking down of larger particles into smaller ones.
- The size of these particles can vary depending on the nature of the solution and the conditions under which the collision occurs.
- In general, the size of particles in a collided solution tends to be in the range of 10^-5cm to 10^-7cm.

Importance of Particle Size in Collided Solutions
- The size of particles in a collided solution can have a significant impact on the properties of the solution.
- Smaller particles tend to have a larger surface area, which can affect factors such as solubility, reactivity, and stability.
- Understanding the size range of particles in a collided solution is crucial for various scientific and industrial applications, such as in pharmaceuticals, environmental science, and materials science.
Therefore, the correct answer to the question is option 'C' - 10^-5cm to 10^-7cm.
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Size of particles in a collided solution ranges froma)10−2cm to 10−4cmb)10−5cm to 10−3cmc)10−5cm to 10−7cmd)None of theseCorrect answer is option 'C'. Can you explain this answer?
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