Which function is a quadratic function? h(t) = 12 – 8t + 6t3 g(t) = 7t2 + 3t3 + 2t k(t) = 3t4 + 3t2 + 4 h(t) = 12 – t + 6t2
Which Function Is A Quadratic Function? H(T) = 12 – 8T + 6T3 G(T) = 7T2 + 3T3 + 2T K(T) = 3T4 + 3T2 + 4 H(T) = 12 – T + 6T2
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Which Function Is A Quadratic Function? H(T) = 12 – 8T + 6T3 G(T) = 7T2 + 3T3 + 2T K(T) = 3T4 + 3T2 + 4 H(T) = 12 – T + 6T2. What does the second coordinate of the vertex. The other functions either contain higher powers of t or do not fit.
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A write properties of function: Which function is a quadratic function? The function that is a quadratic function among the choices provided is h(t) = 12 −t + 6t2 because its highest degree is 2.
The Function That Is A Quadratic Function Among The Choices Provided Is H(T) = 12 −T + 6T2 Because Its Highest Degree Is 2.
See the expert verified solution and the gauth ai answer. The other functions either contain higher powers of t or do not fit. The function that qualifies as a quadratic function is h(t) = 12− t + 6t2, as it contains the variable t raised only to the power of 2.
What Does The Second Coordinate Of The Vertex.
The height of a baseball hit from a bat is modeled by a quadratic function of time, h (t). A write properties of function: The other functions all have a highest degree greater than 2, making.
H (T) = 12 8T 6T3 G (T) = 7T2 3T3 2T K (T) = 3T4 3T2 4 H (T) = 12 T 6T2 New Answers Rating
Which function is a quadratic function? Which function is a quadratic function? Find out which function is a quadratic function among h (t), g (t) and k (t) by using the definition and properties of quadratic functions.