Which statement about linear relations and quadratic relations is FALSE?
Question 2 options:
A linear relation can be represented by the equation y=mx+b whereas a quadratic relation can be represented by the equation y = ax2 + bx + c
In a quadratic relation, the second differences are always NOT constant.
In a linear relation, the first differences are always constant.
A linear relation can be represented as a line on a graph, whereas a quadratic relation can be represented as a parabola on a graph.
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Answer:
In a quadratic relation, the second differences are always NOT constant
Step-by-step explanation:
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