Introduction: So much of the world runs by mathematical rules. As one of the tools of mathematics, linear systems have multiple uses in the real world. Life is full of situations when the output of a system doubles if the input doubles, and the output cuts in half if the input does the same. Any linear system can be described with a linear equation. You can apply linear equations to various real life situations, such as recipe ingredients, weather predication and financial budgets. Simple Examples In Business When a house has a higher squarefeet, it is likely to have a higher cost as a bigger house is more desireable and more demand would increase the sale price. In the Kitchen When you double a favorite recipe, you apply a linear equation. If one cake equals 1/2 cup of butter, 2 cups of flour, 3/4 teaspoon of baking powder, three eggs and 1 cup of sugar and milk, then two cakes equal 1 cup of butter, 4 cups of flour, 1 1/2 teaspoons of baking powder, six eggs and 2 cups of sugar and milk. To get twice the output, you put in twice the input. Discussion Provide an example of linear equation. The example should show that the output doubles or increases as the input increases and reduces when the input reduces too.
Introduction:
So much of the world runs by mathematical rules. As one of the tools of mathematics, linear systems have multiple uses in the real world. Life is full of situations when the output of a system doubles if the input doubles, and the output cuts in half if the input does the same. Any linear system can be described with a linear equation. You can apply linear equations to various real life situations, such as recipe ingredients, weather predication and financial budgets.
Simple Examples
In Business
When a house has a higher squarefeet, it is likely to have a higher cost as a bigger house is more desireable and more demand would increase the sale price.
In the Kitchen
When you double a favorite recipe, you apply a linear equation. If one cake equals 1/2 cup of butter, 2 cups of flour, 3/4 teaspoon of baking powder, three eggs and 1 cup of sugar and milk, then two cakes equal 1 cup of butter, 4 cups of flour, 1 1/2 teaspoons of baking powder, six eggs and 2 cups of sugar and milk. To get twice the output, you put in twice the input.
Discussion
Provide an example of linear equation. The example should show that the output doubles or increases as the input increases and reduces when the input reduces too.
Trending now
This is a popular solution!
Step by step
Solved in 2 steps
