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  • Calculating Electrostatic Force Between Charged Balloons: A Step-by-Step Guide
    Let's break down how to calculate the force between two negatively charged balloons.

    Understanding the Concepts

    * Coulomb's Law: This law describes the electrostatic force between charged objects. It states that the force is:

    * Directly proportional to the product of the charges.

    * Inversely proportional to the square of the distance between them.

    * Electrostatic Force: The force of attraction or repulsion between charged objects. Like charges repel, and unlike charges attract.

    Setting up the Calculation

    1. Identify the variables:

    * `q1` = Charge of balloon 1 = -1.6 x C

    * `q2` = Charge of balloon 2 = -1.6 x C (assuming both balloons have the same charge)

    * `r` = Distance between the balloons = cm (we need to convert this to meters)

    2. Coulomb's Law Equation:

    * `F = k * (q1 * q2) / r²`

    * `F` = Force (in Newtons)

    * `k` = Coulomb's constant = 8.98755 × 10⁹ N⋅m²/C²

    3. Convert units:

    * `r = cm` needs to be converted to `meters (m)`. 1 cm = 0.01 m, so divide the given distance in cm by 100.

    Putting it Together

    1. Convert the distance:

    * Let's assume the balloons are 10 cm apart. This converts to `r = 0.1 m`.

    2. Plug the values into Coulomb's Law:

    * `F = (8.98755 × 10⁹ N⋅m²/C²) * ((-1.6 x C) * (-1.6 x C)) / (0.1 m)²`

    3. Calculate the force:

    * You'll get the force in Newtons (N). Remember that a negative sign indicates a repulsive force (since the balloons have the same charge).

    Important Note:

    * The given charge value (-1.6 x C) is a very large charge. Balloons typically have much smaller charges, on the order of micro Coulombs (µC).

    * Make sure to use consistent units throughout your calculation.

    Let me know if you have the actual distance between the balloons, and I can give you a more specific answer.

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