Question: Generate a continous and differentiable function f(x)given the properties provided . flax) is decreasing at . = -6 of (a) has a local minimum at

 Generate a continous and differentiable function f(x)given the properties provided .
flax) is decreasing at . = -6 of (a) has a local

Generate a continous and differentiable function f(x)given the properties provided . flax) is decreasing at . = -6 of (a) has a local minimum at r = -2 . f (x) has a local maximum at . = 2 the bounds on the r-axis go from -6 to 6. It is recommended that you put a multiplication symbol between variables or between a variable and 7 (should you use it). Example: Write sin ( 7 . x ) instead of sin (7x). f (x) We want a function to have (increasing, decreasing, local maxima, etc.), and you need to find a function that has all of those properties. Describe the process that you used to solve the

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