use a table, an equations, and a graph to represent the relationship below.
Ty is 10 years younger than bea.
Table:
| Person | Age |
|--------|-----|
| Bea | x |
| Ty | x-10|
Equation:
Ty's age (Ty) = Bea's age (x) - 10
Graph:
The x-axis represents Bea's age, and the y-axis represents Ty's age. The graph would be a linear equation with a slope of 1 and a y-intercept of -10, since Ty is always 10 years younger than Bea.
Table:
--------------
| Bea's Age | Ty's Age |
--------------
| X | X-10 |
--------------
Equation:
Ty's Age = Bea's Age - 10
Graph:
On the x-axis, plot Bea's age and on the y-axis, plot Ty's age. Draw a straight line that passes through the point (0, -10) with a slope of 1.
To represent the relationship between Ty and Bea, we can use a table, an equation, and a graph.
Table:
We can create a table with two columns, one for Ty's age and one for Bea's age. Since Ty is 10 years younger than Bea, we can start with a given age for Bea and subtract 10 to find Ty's age.
| Bea's Age | Ty's Age |
|------------|-----------|
| 20 | 10 |
| 30 | 20 |
| 40 | 30 |
| ... | ... |
Equation:
Let x represent Bea's age and y represent Ty's age. The equation that represents the relationship can be written as y = x - 10.
Graph:
We can graph the relationship on a coordinate plane, with Bea's age represented on the x-axis and Ty's age represented on the y-axis. Each point on the graph represents the pair of ages for Bea and Ty at that point.
For example, if Bea is 20 years old, Ty would be 10 years old. This would be represented as the point (20, 10) on the graph.
By plotting multiple points on the graph, we can visualize the relationship between Ty and Bea's ages.