Function transformations are helpful in many real-life situations. Here are some examples:
Economics: In economics, we use graphs to show how people's buying habits change when prices go up or down. For example, if it costs more to make a product, we might stretch a graph to show that change.
Engineering: Engineers often need to create strong materials. They can change the way they look at their formulas about stress and strain to make sure everything is safe and lasts a long time.
Biology: In biology, scientists study how populations grow. They can use special math functions called exponential functions to understand this. Sometimes, these functions need to be adjusted to show how resources available can affect growth over time.
These transformations are important because they help us see changes more clearly. By doing this, we can make better choices based on the facts we have.
Function transformations are helpful in many real-life situations. Here are some examples:
Economics: In economics, we use graphs to show how people's buying habits change when prices go up or down. For example, if it costs more to make a product, we might stretch a graph to show that change.
Engineering: Engineers often need to create strong materials. They can change the way they look at their formulas about stress and strain to make sure everything is safe and lasts a long time.
Biology: In biology, scientists study how populations grow. They can use special math functions called exponential functions to understand this. Sometimes, these functions need to be adjusted to show how resources available can affect growth over time.
These transformations are important because they help us see changes more clearly. By doing this, we can make better choices based on the facts we have.