Difference between linear exponential and quadratic

Ответ:

Devinrichardson889

01.08.2019

An exponential function is different from both linear and quadratic functions in that the independent variable is in the exponent. exponential functions are not polynomials.examples of exponential functions: $f(x) = 2^x + 1$ . $y = 3(0.4)^{t+1}-3$ ======a linear function has the highest exponent on the independent variable being a 1. it is also a polynomial with a degree of 1. graphically, these functions are straight lines.an example of a linear function: $g(t) = -2t+4$ ======a quadratic function has the highest exponent on the independent variable being a 2. it is also a polynomial with a degree of 2. graphically, these are parabolic; they look like archways.examples of quadratic functions: $f(x) = -2t^2+4t+4$ $v(t) = -3t^2 + 3$ $s(t) = 5(t-3)^2-2.2$