is Ox + Oy + c = 0, a linear equation?
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Answer:
No , it is not a linear equation because linear equation have variables with degree one and the variable is not equal to 0 . Linear equation have a standard form ax + by +c = 0. So, this equation is not a linear equation.
No, the equation Ox + Oy + c = 0 is not a linear equation because it contains variables with a degree higher than one. A linear equation is an equation in which each term is either a constant or a multiple of a single variable raised to the first power, and there are no variables raised to a power greater than one or multiplied together.
In the given equation, the variables x and y are not raised to the first power, but rather are both multiplied by the coefficient O, which is a constant. Additionally, the equation contains a constant term c, which is not a multiple of any variable. Therefore, the equation is not a linear equation, but rather a nonlinear equation.
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