Challenge: Figures' Linear Transformations
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Linear transformations of the figures are commonly used in computer graphics. There are 2 main types of linear transformations:
- Rotation transformation rotates a figure around a specific point or axis.
- Scale transformation resizes a figure by changing its size along each axis.
Your task is to apply all these transformations to a rectangle one by one. As a result, we will have a composition of transformations:
- Π‘reate rotation matrix that rotates a figure by
np.pi / 3
degrees. - Create a scaling matrix with the parameters
scale_x = 2
andscale_y = 0.5
. - Apply the
rotation_matrix
to the square. - Apply the
scaling_matrix
to the result of the previous transformation.
Solution
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Challenge: Figures' Linear Transformations
Swipe to start coding
Linear transformations of the figures are commonly used in computer graphics. There are 2 main types of linear transformations:
- Rotation transformation rotates a figure around a specific point or axis.
- Scale transformation resizes a figure by changing its size along each axis.
Your task is to apply all these transformations to a rectangle one by one. As a result, we will have a composition of transformations:
- Π‘reate rotation matrix that rotates a figure by
np.pi / 3
degrees. - Create a scaling matrix with the parameters
scale_x = 2
andscale_y = 0.5
. - Apply the
rotation_matrix
to the square. - Apply the
scaling_matrix
to the result of the previous transformation.
Solution
Thanks for your feedback!
single
Awesome!
Completion rate improved to 4.76
Challenge: Figures' Linear Transformations
Swipe to show menu
Swipe to start coding
Linear transformations of the figures are commonly used in computer graphics. There are 2 main types of linear transformations:
- Rotation transformation rotates a figure around a specific point or axis.
- Scale transformation resizes a figure by changing its size along each axis.
Your task is to apply all these transformations to a rectangle one by one. As a result, we will have a composition of transformations:
- Π‘reate rotation matrix that rotates a figure by
np.pi / 3
degrees. - Create a scaling matrix with the parameters
scale_x = 2
andscale_y = 0.5
. - Apply the
rotation_matrix
to the square. - Apply the
scaling_matrix
to the result of the previous transformation.
Solution
Thanks for your feedback!