construct a graph, label the graph, present the data
Line graph
Not Sure
The graph will be that of a straight line with the basic form of y=mx+b.
Negative Application Condition is a term widely used in Graph Transformation System. Informally, transition from one graph to other (such as deleting/inserting a node/edge) occurs only when this condition is not true.
construct a graph, label the graph, present the data
The slope at any point is the velocity, so you can construct a graph of that. The slope at any point on that graph is the acceleration. So you can construct a graph of that. The slope at any point on that is the rate of change of acceleration. And so on.
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to construct a graph from landmarks is easy u just have to set a number of data and divide it by the squars on the graph.=)
Line graph
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Not Sure
-4
In a maths problem, "construction" usually means you're required to draw something. e.g "Construct a line from A to B", or "Construct a graph of this function".
The graph will be that of a straight line with the basic form of y=mx+b.
Negative Application Condition is a term widely used in Graph Transformation System. Informally, transition from one graph to other (such as deleting/inserting a node/edge) occurs only when this condition is not true.