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Visualising Solid Shapes

Each subtopic includes About section, revision page link, 10 preview questions, and practice CTAs.

Plane Figures and Solid Shapes (Faces, Edges, Vertices)

Subtopic

Plane Figures and Solid Shapes (Faces, Edges, Vertices) under Visualising Solid Shapes for Grade 7 CBSE.

About Topic & Revision

Preview questions (no answers)

  1. 1.

    What is the shape of the lateral faces of a regular prism?

    A.

    Triangle

    B.

    Rectangle

    C.

    Circle

    D.

    Pentagon

  2. 2.

    How many vertices are there in an octagonal prism?

    A.

    88

    B.

    1212

    C.

    1616

    D.

    2424

  3. 3.

    The number of faces in an octagonal prism is:

    A.

    88

    B.

    1010

    C.

    1616

    D.

    1818

Download the worksheet for Visualising Solid Shapes - Plane Figures and Solid Shapes (Faces, Edges, Vertices) to practice offline. It includes additional chapter-level practice questions.

Nets for Building 3-D Shapes

Subtopic

Nets for Building 3-D Shapes under Visualising Solid Shapes for Grade 7 CBSE.

About Topic & Revision

Preview questions (no answers)

  1. 1.

    If a net has 33 rectangles and 22 triangles, it can be folded to form a:

    A.

    Triangular Pyramid

    B.

    Triangular Prism

    C.

    Square Pyramid

    D.

    Cylinder

  2. 2.

    How many rectangular faces are in the net of an octagonal prism?

    A.

    1010

    B.

    66

    C.

    88

    D.

    22

  3. 3.

    A net with 44 triangular faces can fold into a:

    A.

    Square Pyramid

    B.

    Triangular Prism

    C.

    Triangular Pyramid

    D.

    Cube

Download the worksheet for Visualising Solid Shapes - Nets for Building 3-D Shapes to practice offline. It includes additional chapter-level practice questions.

Drawing Solids on a Flat Surface (Oblique & Isometric Sketches)

Subtopic

Drawing Solids on a Flat Surface (Oblique & Isometric Sketches) under Visualising Solid Shapes for Grade 7 CBSE.

About Topic & Revision

Preview questions (no answers)

  1. 1.

    Which of the following properties is shared by both oblique and isometric sketches of a cuboid?

    A.

    Parallel edges of the solid remain parallel in the sketch

    B.

    The front face is always a true square

    C.

    The depth is always drawn as half the height

    D.

    All edges must be drawn at 9090^{\circ} to each other

  2. 2.

    Which of these features helps in visualizing the hidden edges of a solid in a mathematical sketch?

    A.

    Bright colors

    B.

    Dotted or dashed lines

    C.

    Thick solid borders

    D.

    Using a compass

  3. 3.

    If you draw a triangle by connecting 3 dots that are all 1 unit apart on an isometric sheet, what type of triangle is formed?

    A.

    Right-angled triangle

    B.

    Isosceles triangle

    C.

    Equilateral triangle

    D.

    Scalene triangle

Download the worksheet for Visualising Solid Shapes - Drawing Solids on a Flat Surface (Oblique & Isometric Sketches) to practice offline. It includes additional chapter-level practice questions.

Viewing Different Sections of a Solid (Slicing, Shadow Play)

Subtopic

Viewing Different Sections of a Solid (Slicing, Shadow Play) under Visualising Solid Shapes for Grade 7 CBSE.

About Topic & Revision

Preview questions (no answers)

  1. 1.

    What is the shape of the cross-section of a rectangular gift box when cut vertically?

    A.

    Triangle

    B.

    Square

    C.

    Rectangle

    D.

    Circle

  2. 2.

    If you give a vertical cut to a cylindrical candle, what is the shape of the cross-section?

    A.

    Circle

    B.

    Rectangle

    C.

    Triangle

    D.

    Square

  3. 3.

    A flat circular CD is lying on a table. If a light is directly above it, the shadow is a:

    A.

    Rectangle

    B.

    Triangle

    C.

    Circle

    D.

    Square

Download the worksheet for Visualising Solid Shapes - Viewing Different Sections of a Solid (Slicing, Shadow Play) to practice offline. It includes additional chapter-level practice questions.