Linear functions, inverses, and derivatives Consider the general linear function y = f1x2 = mx + b, where m # 0 and b are constants. a. Write the inverse of f in the form y = f-11x2. d b. Find the derivative of the inverse 1f -11x22. dx c. Consider the specific case f1x2 = 2x 6. Graph f and f-1, and find the slope of each line.

Q: Determine if the two linear functions below are parallel, perpendicular or neither. y = 2 +7 and 5x…

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Q: Determine whether the equation xy - 5y = 1 defines y as a function of x.

A: Here we determine whether the equation xy-5y=1 defined y as a function of x.

Q: +1. 2. Write down the x-intercept and y-intercept of the function y =

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Q: Find an equation for the inverse relation y=2x+5. How do you find this equation? Graph the original…

A: The equation of relation is

Q: Which of the following pairs of functions are inverses of one another? A y= 2 - X and y= x2 ®y-3x-4…

A: Check out which of the pairs of functions are inverse of one another.

Q: determine whether the equation defines y as a function of x.   y2 = 4 - x2

A: Given: y2=4-x2