When a graph exhibits a high number of anomalies, it can indicate significant deviations from expected patterns or trends, which may suggest underlying issues or changes in the data's behavior. These anomalies can obscure the overall interpretation of the data, making it difficult to identify true relationships or insights. Additionally, they may require further investigation to determine their causes and implications, potentially necessitating advanced analytical techniques for accurate analysis.
The graph moves to the left.
There are 3types 1) Update Anomalies 2) Insertion Anomalies 3) Deletion Anomalies
Either a bar graph or circle graph. A lot of other graphs would work such as pictographs, but those two serve the purpose well.
Without specific details about the graph in question, I can only provide a general response. Typically, conclusions drawn from a graph may include identifying trends, such as increases or decreases in data over time, the relationships between variables, and any anomalies or outliers that may warrant further investigation. Additionally, the graph can help summarize key findings and support or refute hypotheses related to the data presented. For a more tailored response, please provide details about the graph.
That depends a lot on what the graph is illustrating. However, generally, the depended variable will be on the x-axis (the horizontal axis).
Little people have a lot of orthopedic anomalies.
The graph shifts to the right.
The graph moves to the left.
a) the straight graph
The answer depends on what the graph is meant to represent.
There are three main types of gravity anomalies: positive anomalies, negative anomalies, and neutral anomalies. Positive anomalies indicate higher-than-normal gravity readings, while negative anomalies indicate lower-than-normal readings. Neutral anomalies show no deviation from the expected gravity level. These anomalies are typically measured in microgal units.
There are 3types 1) Update Anomalies 2) Insertion Anomalies 3) Deletion Anomalies
A transformation has been made on the graph. A translation has been made.
The Anomalies was created in 2003.
a broken line graph
a table graph doesn't exist a frequency table show how often something happens
As time passes - as the graph goes more and more to the right, usually - the graph will get closer and closer to the horizontal axis.