Analytical algebra.
Graph doesn't have a root word. Graph IS a root word darling.
Graph is a Greek root meaning "to write."
The Greek root that means to write is "graph."
Graph is a root meaning writing or things written.
The root meaning of "graph" comes from the Greek word "grapho," which means "to write" or "to draw." This root reflects the idea that a graph is a visual representation of data or information.
Graph
When a graph passes through a root of even multiplicity, it touches the x-axis at that root but does not cross it. This results in a behavior where the graph flattens out at the root, typically resembling a parabolic shape. The function's value is zero at the root, and the graph approaches the x-axis from the same side before and after the root. Overall, the even multiplicity creates a smooth, turning point at the x-axis.
The root in "agraphia" is "graph," which means "writing."
A graph of a ^2 looks like a capital "U" and a graph of a ^3 looks like "U" but the left side of the "U" is flipped over the x-axis.
It's graph.
It comes from the Greek word "graphos" meaning 'to write'.
A root is the value of the variable (usually, x) for which the polynomial is zero. Equivalently, a root is an x-value at which the graph crosses the x-axis.