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  • Quadrilaterals | Basic Level

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    Quadrilaterals | Basic Level

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    Category: Understanding

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    Which of thefollowing is a qudrilateral?

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    Which of thefollowing is not a qudrilateral?

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    Which of thefollowing is not true?

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  • Parallelograms

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    Parallelograms

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    Category: Remembering

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    In magnets, opposite poles

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    Category: Remembering

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    In magnets, same poles _______

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    Tags: 1 Mark, Picture & Calculation Based, Text Based

    Pressure = ___________

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    Category: Remembering

    Tags: 1 Mark, Text Based

    Who invented Magdeburg Hemispheres

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    Category: Remembering

    Tags: 1 Mark, Calculation Based

    1 kgf =_______ N

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    Category: Remembering

    Tags: 1 Mark, Text Based

    Liquid Pressure depends upon

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    Category: Understanding

    Tags: 1 Mark, Text Based

    Which of the following is / are not effects or force?

    Pressure is thrust per unit area

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    Category: Understanding

    Tags: 1 Mark, Text Based

    Thrust Force = _______

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    Category: Applying

    Tags: 1 Mark, Calculation Based

    How much atmospheric pressure is exerted on 15×15 cm head?

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  • Copy – Force and Pressure

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    1 / 10

    Category: Understanding

    Tags: 1 Mark, Text Based

    Which of the following is not a type of contact force

    2 / 10

    Category: Remembering

    Tags: 1 Mark, Text Based

    Liquid Pressure depends upon

    3 / 10

    Category: Remembering

    Tags: 1 Mark, Calculation Based

    1 kgf =_______ N

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    Category: Applying

    Tags: 1 Mark, Calculation Based

    How much atmospheric pressure is exerted on 15×15 cm head?

    5 / 10

    Category: Remembering

    Tags: 1 Mark, Text Based

    Who invented Magdeburg Hemispheres

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    Category: Remembering

    Tags: 1 Mark, Picture & Calculation Based, Text Based

    Pressure = ___________

    Pressure is thrust per unit area

    7 / 10

    Category: Understanding

    Tags: 1 Mark, Text Based

    Thrust Force = _______

    8 / 10

    Category: Understanding

    Tags: 1 Mark, Text Based

    Which of the following is / are not effects or force?

    9 / 10

    Category: Remembering

    Tags: 1 Mark, Text Based

    In magnets, same poles _______

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    Category: Remembering

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    In magnets, opposite poles

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  • Notes on Pie Charts

    What is a Pie Chart?

    A Pie Chart is a circular graph that represents data as slices of a pie. Each slice shows a part of the whole, and the size of each slice is proportional to the quantity it represents.

    Key Features of a Pie Chart

    • It is a circle divided into sections.
    • Each section represents a category of data.
    • The size of each section depends on the percentage or fraction of the total data.
    • The whole pie represents 100% of the data.

    Steps to Create a Pie Chart

    1. Collect Data: List the categories and their values.
    2. Find the Total: Add up all the values.
    3. Calculate the Angle for Each Section:
    • Use the formula:
      $$
      \text{Angle} = \left(\frac{\text{Category Value}}{\text{Total Value}}\right) \times 360^\circ
      $$
    1. Draw a Circle: This is the base of your pie chart.
    2. Divide the Circle: Use the calculated angles to draw slices.
    3. Label the Sections: Write the category names and percentages.

    Example

    Imagine you surveyed 50 students about their favorite fruits. The results are:

    • Apples: 10 students
    • Bananas: 15 students
    • Oranges: 20 students
    • Grapes: 5 students

    Calculating the Angles

    Total students:
    $$
    10 + 15 + 20 + 5 = 50
    $$

    Now, calculate each category’s angle:

    • Apples:
      $$
      \frac{10}{50} \times 360 = 72^\circ
      $$
    • Bananas:
      $$
      \frac{15}{50} \times 360 = 108^\circ
      $$
    • Oranges:
      $$
      \frac{20}{50} \times 360 = 144^\circ
      $$]
    • Grapes:
      $$
      \frac{5}{50} \times 360 = 36^\circ
      $$

    Now, draw the pie chart and label each section accordingly!

    Uses of Pie Charts

    • Representing survey results
    • Showing percentages in business reports
    • Comparing proportions in real-life data

    Things to Remember

    ✅ A pie chart always adds up to 100% $$(or (360^\circ))$$
    ✅ It is best used when comparing parts of a whole
    ✅ Too many categories can make it hard to read.

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