- #1
yanyin
- 21
- 0
can anyone teach me how to use a different coordinate system to sketch the graph of (x-2y)=sin(pi(x+y)).
i have totally no idea
i have totally no idea
A coordinate system is a system of representing and locating points on a two-dimensional or three-dimensional plane. It consists of a set of axes (usually x, y, and sometimes z) and a scale for measuring distances along each axis.
There are a few reasons someone might want to use a different coordinate system. One reason is to simplify a complex equation or relationship between variables. Another reason is to better visualize or understand a particular concept or problem. Additionally, certain coordinate systems may be better suited for specific types of data or analyses.
Sketching a function using a different coordinate system involves converting the original coordinates into the new system and then plotting the points as usual. For example, in a polar coordinate system, the x and y coordinates are represented by the distance from the origin and the angle from the positive x-axis, respectively.
This equation is describing a relationship between the variables x and y, where the left side of the equation represents a linear function and the right side represents a sine function. The sine function has a period of 2π, which means it will repeat every 2π units on the x-axis.
Changing the coordinate system can greatly affect the appearance of a graph. For example, a linear function may appear as a curve when plotted on a polar coordinate system, or a circle may appear as a straight line when plotted on a logarithmic coordinate system. This is because each coordinate system has its own unique way of representing and measuring distances and angles, which can distort the visual representation of a function.