1. Draw the flowchart and trace table for the exponential function shown below. The Algorithm should request from the user the value of "x" and the number of iterations (approximation-stopping point). Both should be positive integers. For the factorial, you can use the built-in function, or in other words, you can represent the factorial (n!) as a Predefined Process 1 1-x = 1+x+x² + x³ ...

Q: Write a possible function for the polynomial shown: 3- 2- 1+ -2 -1 -1+ -5 -4 4 6. 72 3- 4-

A: Since given polynomial has zeros as x=-3,2,2,5 Therefore, possible function can be

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Q: Please show all work

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Q: 3/4 x4/5 x 2/3

A: Given that,     34×45×23

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Q: 1 dx D x(x*+ 1) Select one: a. x2 In +C b. In 2+1 C. In + 1 d. In 4 + C

A: Solution

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A: