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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
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). 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 + x2 + x3 ... 1-X Draw the pseudo-code and trace table for the mathematical function shown below. The Algorithm should request from the user the value of x and the number of iterations (approximation). The value of and the number of approximations should be positive integers. 3 X .5 x? sin x = x - + + ... 3! 5! 7! Notel: A factorial is a mathematical expression for a multiplication of the type: 4!=1x2x3x4=24 AND 0!=1 Note2: Explore the mathematical concept of (-1)" where n is a counter and watch closely your increments. DO NOT WORRY ABOUT THE TRIGONOMETRIC FUNCTION. A COMPUTER ONLY CALCULATES A SERIES OF MULTIPLICATIONS AND ADDITIONS
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