Assume that the domain of f is the set A = {–5, –2, 0, 2, 3}. Determine the set of ordered pairs that represents the function f. ​ f(x) = |x + 1|

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A: Using Bernoulli equation. Follow step 2nd . 

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A: This can be evaluated as follows:

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A: The given equation is: ezy+xz2=6xy4z3...(1)

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A: Find your answer below 

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Q: 4. f(x) = (Vx)(x² – 2x) %3D -

A: 4. f(x)=xx2-2x Solution f(x)=xx2-2x      =x12x2-2x      =x2+12-2x1+12      =x52-2x32 Derivative of t...

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A: The given question can be solved as shown in step2

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A: we need to find the tangent line of y=x2-6x+9 at x=2

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A: This can be evaluated as follows:

Q: x+1 Is the function f(x) - X2 *Xく2 ;ン2 x >2 2X-1 continuous at x= 2? Why or why not? Show solution.

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Q: III. Solve each by factoring then chec- 31. x-x-2 (0 32. x²+ 16x - 36 = 0 33. 8x? - 6x – 5 = 0

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Q: 11. The integral of an(In|4x=12 dx is bln|sec(ln(2x)ª)|. What is b? A. 2 В. С. 4 D. I

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