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Assuming the graph is linear, all equations will follow the formula y = mx + c, where "mx" represents the gradient of the line; "c" is the y-intercept i.e. where the graph crosses the y-axis.
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A = 5do{statement;A = A + 1;} while (A < 10)
hey i m going to give a program that accepts edges a input and then it draws the graph using a computer graphics display...
Write each equations in popular form. ... Make the coefficients of one variable opposites. ... Add the equations ensuing from Step two to remove one variable. Solve for the last variable. Substitute the answer from Step four into one of the unique equations.
The Greek root that means to write is "graph."
if y = xa then a = logxy
Graph is to write in Latin
It depends on the graph. There may or may not be an equation.
Write both the equations in the same form: ax + by + c = 0 or y = mx + c or x = ny + k If each coefficient and constant of one equation are a multiple of the coefficient and constant of the other, then the two lines are the same. If not, they are not.
Graph doesn't have a root word. Graph IS a root word darling.
Graph is a Greek root meaning "to write."