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Are all direct variations linear functions? - Answers
Yes, all direct variations are linear functions. Direct variation describes a relationship where one variable is a constant multiple of another, typically expressed in the form (y = kx), where (k) is a non-zero constant. This equation represents a straight line through the origin on a graph, confirming that direct variations are indeed linear functions.
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Are all direct variations linear functions? - Answers
Yes, all direct variations are linear functions. Direct variation describes a relationship where one variable is a constant multiple of another, typically expressed in the form (y = kx), where (k) is a non-zero constant. This equation represents a straight line through the origin on a graph, confirming that direct variations are indeed linear functions.
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Are all direct variations linear functions? - Answers
Yes, all direct variations are linear functions. Direct variation describes a relationship where one variable is a constant multiple of another, typically expressed in the form (y = kx), where (k) is a non-zero constant. This equation represents a straight line through the origin on a graph, confirming that direct variations are indeed linear functions.
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