- #1
stupif
- 99
- 1
1. use linear interpolation to find the root of the following equations, correct to 3 decimal places, [e][/x]=3x + 1
2.how to find its roots?
2.how to find its roots?
A graphical solution of an equation involves plotting the equation on a coordinate plane and finding the points where the equation intersects with the x and y axis. A numerical solution involves using mathematical methods such as substitution, elimination, or iteration to find the value of the variable in the equation.
Graphical solutions provide a visual representation of the equation, making it easier to understand and analyze. Numerical solutions provide precise and accurate values for the variable in the equation, making it useful for making predictions and verifying results in scientific research.
The advantages of using a graphical solution include its visual representation, which can help in understanding complex equations, and its ability to provide multiple solutions in one graph. However, a graphical solution may not always be accurate and can be time-consuming for complex equations.
Numerical solutions are precise and accurate, making them useful for scientific research. They can also handle complex equations that may be difficult to solve graphically. However, they may not provide a visual representation of the equation, and different methods may need to be used for different types of equations.
The best method for solving an equation depends on the complexity and type of the equation, as well as personal preference. Some equations may be easier to solve graphically, while others may require a numerical approach. It is important to understand the strengths and limitations of each method and choose the one that best suits the specific equation.