I'm definitely lossed on this one, can someone help? ### DO NOW: Determine if each graph represents a function.#### Graph Descriptions:##### Graph 1: The first graph consists of a series of discrete points. These points appear to form a somewhat vertical pattern, increasing from left to right. Each x-value corresponds to exactly one y-value, indicating that this graph represents a function. Specifically:- On the left, the points are closer together and become more spaced out as we move to the right.##### Graph 2:The second graph shows two lines forming a 'V' shape, converging at the origin (0,0). Both lines extend indefinitely. This graph does not represent a function, as there are multiple y-values for a single x-value for all x ≠ 0. Specifically:- Both arms of the 'V' intersect the y-axis at different points, violating the vertical line test.##### Graph 3:The third graph displays a single straight line that passes through the origin and extends in both directions. This graph represents a function, as each x-value has a unique y-value, satisfying the vertical line test. Specifically:- The line slopes upward from left to right, indicating a positive relationship between x and y values.### Summary:1. **First Graph**: Represents a function (discrete points with unique y-values for each x).2. **Second Graph**: Does not represent a function (‘V’ shape with multiple y-values for single x-values).3. **Third Graph**: Represents a function (continuous line passing through the origin with unique y-values for each x-value).

Name: I'm definitely lossed on this one, can someone help? ### DO NOW: Deter
Uploaded: 2024-03-20T07:07:37.000Z
Channel: Bartleby
Description: I'm definitely lossed on this one, can someone help? ### DO NOW: Determine if each graph represents a function.#### Graph Descriptions:##### Graph 1: The first graph consists of a series of discrete points. These points appear to form a somewhat vert