interprets the complex number for inputs between 1 and +1, because both the sine and the cosine ha unctions and Selecti 8.13 The inverse sine (asin) and inverse cosine (acos) functions a values only between - 1 and +1 (see Figure P8.13). MATLAB®; range as a result of asin or acos for a value outside the For example, we might have s are valid on acos (-2) ans = my which is a questionable mathematical result. Create a function called m asin that accepts a single value of x and checks to see if it is between - and +1 (-1 < = x <= 1). If x is outside the range, send an error message to the screen. If it is inside the allowable range, return the value of asin, 3.1416 1.31701
interprets the complex number for inputs between 1 and +1, because both the sine and the cosine ha unctions and Selecti 8.13 The inverse sine (asin) and inverse cosine (acos) functions a values only between - 1 and +1 (see Figure P8.13). MATLAB®; range as a result of asin or acos for a value outside the For example, we might have s are valid on acos (-2) ans = my which is a questionable mathematical result. Create a function called m asin that accepts a single value of x and checks to see if it is between - and +1 (-1 < = x <= 1). If x is outside the range, send an error message to the screen. If it is inside the allowable range, return the value of asin, 3.1416 1.31701
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Problem 8.13,8.14
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