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For Exercises 23-38, find the zeros of the function and state the multiplicities. (See Examples 2-4) 23. f(x)=x+2r25x-50 26. k(x) = 29. p(x) 31.


For Exercises 23-38, find the zeros of the function and state the multiplicities. (See Examples 2-4) 23. f(x)=x+2r25x-50 26. k(x) = 29. p(x) 31. 1(x) = -6x + 26-28x -3x(x + 2)(x + 4) 24. g(x) = x + 5x-x-5 27. m(x) = * - 10x + 25x = 5x(3x-5)(2x + 9)(x - V3)(x + 3) 33. c(x) = [x-(3- 5)][x - (3 + 5)] 35. f(x)=4x-37x+9 37. n(x) = x - 7x 25. h(x) -6x-9x + 60x = 28. n(x) = x + 4x + 4x4 30. q(x) = -2x(x + 1)(x-2) 32. z(x) = 4x(5x - 1)(3x+8)(x-5)(x + 5) 34. d(x) = [x-(2-VII)x - (2 + VII)] 36. k(x)=4x-65x + 16 38. m(x)=x-5x

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Given fx x 2x 25x 50 To find the zeros of the function and state their multiplicities we set fx equal to zero and solve for x x 2x 25x 50 0 Combining like terms we have 3x 25x 50 0 This quadratic equa... blur-text-image

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