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These logarithmic equations were transformed from its parent function, mostly in order to create accurate representations of nerves on the brain. These functions were all horizontally translated to the right as the original parent function typically starts at the point (1,0).
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This function was transformed from its original parent function with the sole purpose of creating a connector for stem parts that can be seen on the left hand side of the image. This function was transformed both horizontally and vertically to create a accurate connector for stem parts.
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The function above was transformed vertically, horizontally, as well as dilated in order to create an accurate piece of the brain. This transformation effectively reshaped and repositioned this curve and made for an amazingly accurate function that will be used to create part of the brain.
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These functions were used in order to create the small circles all around the flowers and brain, as well as the two large circles at the bottom of the stethoscope. In order to do this, I had to dilate, as well as horizontally, and vertically translate the circles into their correct and accurate positions, contributing to the precision and beauty of this image.
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Most of these functions were used as connectors and parts of the stethoscope in the center of the image. In order to create these functions accurate to the image, I needed to horizontally and vertically transform the original parent functions, as well as resize, with the sole purpose of creating precision in my artwork.
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These equations were mainly used as nerves for the brain and parts of the leaves, in an attempt to show that mental health consists of ups and downs. The equations were vertically and horizontally transformed, in an attempt to make them as accurate to the image as possible. A slider was also added, and when hit play, these functions will move up and down, efficiently showing the ups and downs of mental health.
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This function was transformed, and dilated from its original parent function to create the center of the stethoscope, which can be seen in the middle of the image. The function was both vertically and horizontally translated to create an accurate version of the center of the stethoscope seen in the image. Finally, it was efficiently dilated to make it more narrow than in the original parent function, once again with the sole purpose of creating a function accurate to the image.
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This function was transformed and reduced from its original parent function to create a connector between two stems, seen on the right hand side of the image. It was horizontally and vertically translated to be as accurate as possible. Additionally, it was reduced as it would make the function more precise. This function was efficiently transformed and reduced to serve as a connector for two parts of the stem on the right hand side.
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